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	<title>Microsoft Excel &#8211; Công ty Thiết bị Máy Văn phòng Mai Hoàng</title>
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	<title>Microsoft Excel &#8211; Công ty Thiết bị Máy Văn phòng Mai Hoàng</title>
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		<title>Các cách sắp xếp thứ tự trong Excel (tăng, giảm, nhiều điều kiện)</title>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 01 Jul 2021 01:06:45 +0000</pubDate>
				<category><![CDATA[Dịch Vụ]]></category>
		<category><![CDATA[Thủ Thuật]]></category>
		<category><![CDATA[Công thức và Hàm Excel căn bản]]></category>
		<category><![CDATA[Microsoft Excel]]></category>
		<category><![CDATA[tin học văn phòng]]></category>
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					<description><![CDATA[Cách sắp xếp thứ tự trong Excel theo hướng tăng dần, giảm dần Dùng tính năng lọc Sort Bạn đang có một bảng gồm rất nhiều số liệu, nhiệm vụ là phải sắp xếp sao theo thứ tự tăng, giảm dần. Không phải ngồi kiểm tra lại từng số, so sánh để sắp xếp, như [...]]]></description>
										<content:encoded><![CDATA[<h1><strong>Cách sắp xếp thứ tự trong Excel theo hướng tăng dần, giảm dần</strong></h1>
<h3><span id="Dung_tinh_nang_loc_Sort" class="ez-toc-section"></span><strong>Dùng tính năng lọc Sort</strong></h3>
<p>Bạn đang có một bảng gồm rất nhiều số liệu, nhiệm vụ là phải sắp xếp sao theo thứ tự tăng, giảm dần. Không phải ngồi kiểm tra lại từng số, so sánh để sắp xếp, như vậy vừa mất thời gian, sai sót có thể xảy ra mà hiệu quả đem lại không cao. Chỉ cần thực hiện tính năng lọc, sắp xếp thứ tự trong Excel sau, chỉ mất chưa đầy 30 giây, bảng sẽ được liệt kê theo ý muốn của bạn:</p>
<ul>
<li><strong>Bước 1:</strong> Chọn bảng chứa dữ liệu cần lọc để bắt đầu tiến trình. Vì trong bảng thông thường các dữ liệu sẽ liên quan đến nhau, nếu bạn chỉ chọn cột cần lọc thì kết quả sau khi sử dụng tính năng sẽ bị sai lệch. Trong trường hợp nếu chỉ có 1 cột duy nhất thì chọn cột đó là được.</li>
</ul>
<p><img fetchpriority="high" decoding="async" class="alignnone size-full wp-image-9422" src="https://maihoangphotocopy.com/wp-content/uploads/2021/07/cac-cach-sap-xep-thu-tu-trong-excel-1.jpg" alt="" width="840" height="434" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/07/cac-cach-sap-xep-thu-tu-trong-excel-1.jpg 840w, https://maihoangphotocopy.com/wp-content/uploads/2021/07/cac-cach-sap-xep-thu-tu-trong-excel-1-510x264.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/07/cac-cach-sap-xep-thu-tu-trong-excel-1-768x397.jpg 768w, https://maihoangphotocopy.com/wp-content/uploads/2021/07/cac-cach-sap-xep-thu-tu-trong-excel-1-600x310.jpg 600w" sizes="(max-width: 840px) 100vw, 840px" /></p>
<ul>
<li><strong>Bước 2:</strong> Sử dụng tính năng sắp xếp trong Excel. Lúc này, bạn chọn Tab Data ở thanh công cụ, nhấp chuột vào Sort. Lúc này, hộp thoại Sort sẽ hiển thị.</li>
<li><strong>Bước 3:</strong> Trong hộp thoại, chọn Sort by là cột cần sắp xếp các giá trị tăng hay giảm dần. Trong Sort On chọn Cell Vallues.</li>
<li><strong>Bước 4:</strong> Trong mục Order: chọn Smallest to Largest để sắp xếp theo thứ tự tăng dần hoặc Largest to Smallest để sắp xếp thứ tự trong Excel giảm dần.</li>
<li><strong>Bước 5:</strong> Nhấn chọn Ok để hoàn tất việc sắp xếp trong Excel</li>
</ul>
<h3><span id="Dung_Filter" class="ez-toc-section"></span><strong>Dùng Filter</strong></h3>
<p><img decoding="async" class="alignnone size-full wp-image-9423" src="https://maihoangphotocopy.com/wp-content/uploads/2021/07/cac-cach-sap-xep-thu-tu-trong-excel-3.jpg" alt="" width="840" height="577" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/07/cac-cach-sap-xep-thu-tu-trong-excel-3.jpg 840w, https://maihoangphotocopy.com/wp-content/uploads/2021/07/cac-cach-sap-xep-thu-tu-trong-excel-3-510x350.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/07/cac-cach-sap-xep-thu-tu-trong-excel-3-768x528.jpg 768w, https://maihoangphotocopy.com/wp-content/uploads/2021/07/cac-cach-sap-xep-thu-tu-trong-excel-3-600x412.jpg 600w" sizes="(max-width: 840px) 100vw, 840px" /></p>
<ul>
<li><strong>Bước 1:</strong> Chọn bảng cần sắp xếp tăng hay giảm dần dữ liệu.</li>
<li><strong>Bước 2:</strong> Trong Tab Data, nhấn chọn Filter</li>
<li><strong>Bước 3:</strong> Dòng đầu tiên trong bảng sẽ hiển thị dấu mũi tên trong mỗi ô. Tại đây, bạn muốn lọc cột nào thì chọn ô chứa dấu mũi tên của của cột đó.</li>
</ul>
<p><img decoding="async" class="alignnone size-full wp-image-9424" src="https://maihoangphotocopy.com/wp-content/uploads/2021/07/cac-cach-sap-xep-thu-tu-trong-excel-4.jpg" alt="" width="840" height="431" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/07/cac-cach-sap-xep-thu-tu-trong-excel-4.jpg 840w, https://maihoangphotocopy.com/wp-content/uploads/2021/07/cac-cach-sap-xep-thu-tu-trong-excel-4-510x262.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/07/cac-cach-sap-xep-thu-tu-trong-excel-4-768x394.jpg 768w, https://maihoangphotocopy.com/wp-content/uploads/2021/07/cac-cach-sap-xep-thu-tu-trong-excel-4-600x308.jpg 600w" sizes="(max-width: 840px) 100vw, 840px" /></p>
<ul>
<li><strong>Bước 4:</strong> Chọn lệnh Smallest to Largest để sắp xếp dữ liệu theo hướng tăng dần hay Largest to Smallest để sắp xếp theo hướng giảm dần.</li>
</ul>
<p>Với 3 bước đơn giản trê, bạn đã có một bảng dữ liệu sắp xếp theo ý muốn rồi.</p>
<h3><span id="Dung_ham_SORT" class="ez-toc-section"></span><strong>Dùng hàm SORT</strong></h3>
<p>Nếu ngại việc dùng công cụ lọc, bạn cũng có thể sử dụng hàm sắp xếp trong Excel – hàm SORT.</p>
<p>Cú pháp của hàm: “ =SORT(array,[sort_index],[sort_order],[by_col])”</p>
<p>Trong đó:</p>
<ul>
<li>array: Mảng dữ liệu cần sắp xếp</li>
<li>sort_index: Số cột, dòng làm điều kiện đối chiếu</li>
<li>sort_order: Thứ tự lọc dữ liệu giảm hoặc tăng dần</li>
<li>by_col: Lựa chọn sắp xếp dữ liệu theo hàng hay cột</li>
</ul>
<h3><span id="Cach_sap_xep_thu_tu_trong_Excel_nhieu_dieu_kien" class="ez-toc-section"></span><strong>Cách sắp xếp thứ tự trong Excel (nhiều điều kiện)</strong></h3>
<p>Với những bảng biểu sắp xếp tăng giảm cơ bản, bạn có thể thực hiện như trên. Tuy nhiên, nếu dữ liệu chúng ta lọc cần nhiều điều kiện hơn thì sao, liệu có khó hay không? Cùng xem các bước sau để tìm ra cầu trả lời là dễ hay khó nhé!</p>
<ul>
<li>Bước 1: Trong Tab Data, chọn tính năng Sort để bắt đầu</li>
<li>Bước 2: Đọc kỹ, tìm hiểu phần điều kiện dữ liệu cũng như chức năng trong bảng Sort.</li>
</ul>
<p>Bảng Sort bao gồm các chức năng chính sau:</p>
<ul>
<li><strong>Add Level:</strong> Ở mục này, bạn có thể tạo thêm các cấp độ sắp xếp khác nhau. Đối tượng có thể được phân chia theo nhiều cấp độ khác nhau.</li>
<li><strong>Delete Level:</strong> Xóa cấp độ được chọn</li>
<li><strong>Sort by:</strong> Các cột cần sắp xếp theo yêu cầu</li>
</ul>
<ul>
<li><strong>Sort On:</strong> Chứa các trường sắp xếp, đó có thể là màu sắc, phông chữ hay giá trị…</li>
<li><strong>Order:</strong> Thứ tự sắp xếp trong Excel (tăng hay giảm dần)</li>
<li><strong>My data has headers:</strong> Trong trường hợp bảng dữ liệu cần được lọc đã có tiêu đề thì nên tích vào ô trống này.</li>
<li><strong>Bước 3:</strong> Ứng dụng vào bảng Excel</li>
</ul>
<h3>Làm Thế Nào Để Sắp Xếp Dữ Liệu Từ Trái Sang Phải Trong Bảng Tổng Hợp?</h3>
<p>Trong bảng tổng hợp, chúng ta có thể dễ dàng sắp xếp dữ liệu trong một cột từ lớn nhất đến nhỏ nhất hoặc nhỏ nhất đến lớn nhất. Bạn đã bao giờ cố gắng sắp xếp dữ liệu từ trái sang phải của một hàng trong bảng tổng hợp chưa?</p>
<ol type="1">
<li>
<p class="x-hidden-focus">Chọn một ô bất kỳ trong dải ô mà bạn muốn sắp xếp.</p>
</li>
<li>
<p class="x-hidden-focus">Trên tab <b class="ocpUI">Dữ liệu</b>, trong nhóm <b class="ocpUI">Sắp xếp &amp; Lọc</b>, hãy bấm <b class="ocpUI">Sắp xếp</b>.</p>
</li>
</ol>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9425" src="https://maihoangphotocopy.com/wp-content/uploads/2021/07/Sắp-Xếp-Dữ-Liệu-Từ-Trái-Sang-Phải-Trong-Bảng-Tổng-Hợp.jpg" alt="" width="213" height="91" /></p>
<p>3. Trong hộp thoại <b class="ocpUI x-hidden-focus">Sắp xếp</b>, bấm vào <b class="ocpUI">Tùy chọn</b>.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9426" src="https://maihoangphotocopy.com/wp-content/uploads/2021/07/Sắp-Xếp-Dữ-Liệu-Từ-Trái-Sang-Phải-Trong-Bảng-Tổng-Hợp-2.jpg" alt="" width="521" height="234" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/07/Sắp-Xếp-Dữ-Liệu-Từ-Trái-Sang-Phải-Trong-Bảng-Tổng-Hợp-2.jpg 521w, https://maihoangphotocopy.com/wp-content/uploads/2021/07/Sắp-Xếp-Dữ-Liệu-Từ-Trái-Sang-Phải-Trong-Bảng-Tổng-Hợp-2-510x229.jpg 510w" sizes="auto, (max-width: 521px) 100vw, 521px" /></p>
<p>4. Trong hộp thoại <b class="ocpUI">Tùy chọn Sắp xếp</b>, bên dưới <b class="ocpUI x-hidden-focus">Hướng</b>, hãy bấm <b class="ocpUI">Sắp xếp từ trái sang phải</b>, rồi bấm <b class="ocpUI">OK</b>.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9427" src="https://maihoangphotocopy.com/wp-content/uploads/2021/07/Sắp-Xếp-Dữ-Liệu-Từ-Trái-Sang-Phải-Trong-Bảng-Tổng-Hợp-3.jpg" alt="" width="522" height="235" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/07/Sắp-Xếp-Dữ-Liệu-Từ-Trái-Sang-Phải-Trong-Bảng-Tổng-Hợp-3.jpg 522w, https://maihoangphotocopy.com/wp-content/uploads/2021/07/Sắp-Xếp-Dữ-Liệu-Từ-Trái-Sang-Phải-Trong-Bảng-Tổng-Hợp-3-510x230.jpg 510w" sizes="auto, (max-width: 522px) 100vw, 522px" /></p>
<p class="x-hidden-focus">5. Bên dưới <b class="ocpUI">Hàng</b>, trong hộp <b class="ocpUI">Sắp xếp theo</b>, chọn hàng mà bạn muốn sắp xếp. Hàng này thường là hàng 1 nếu bạn muốn sắp xếp theo hàng tiêu đề.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9428" src="https://maihoangphotocopy.com/wp-content/uploads/2021/07/Sắp-Xếp-Dữ-Liệu-Từ-Trái-Sang-Phải-Trong-Bảng-Tổng-Hợp-4.jpg" alt="" width="522" height="235" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/07/Sắp-Xếp-Dữ-Liệu-Từ-Trái-Sang-Phải-Trong-Bảng-Tổng-Hợp-4.jpg 522w, https://maihoangphotocopy.com/wp-content/uploads/2021/07/Sắp-Xếp-Dữ-Liệu-Từ-Trái-Sang-Phải-Trong-Bảng-Tổng-Hợp-4-510x230.jpg 510w" sizes="auto, (max-width: 522px) 100vw, 522px" /></p>
<div class="ocpAlert x-hidden-focus">
<p class="ocpAlertSection"><b class="ocpNote">6. Mẹo:</b> Nếu hàng tiêu đề của bạn là văn bản nhưng bạn muốn sắp xếp cột theo số, bạn có thể thêm một hàng mới ở trên dải dữ liệu của mình, rồi thêm số theo thứ tự bạn muốn.</p>
</div>
<p class="x-hidden-focus">7. Để sắp xếp theo giá trị, hãy chọn một trong các tùy chọn từ danh sách thả xuống Thứ tự:</p>
<ol class="x-hidden-focus" type="1">
<li style="list-style-type: none;">
<ol type="a">
<li>Đối với giá trị văn bản, hãy chọn <b class="ocpUI">A đến Z</b> hoặc <b class="ocpUI">Z đến A</b>.</li>
<li>Đối với giá trị số, hãy chọn <b class="ocpUI">Nhỏ nhất đến Lớn nhất</b> hoặc <b class="ocpUI">Lớn nhất đến Nhỏ nhất</b>.</li>
<li>Đối với giá trị ngày hoặc thời gian, hãy chọn <b class="ocpUI">Cũ nhất đến Mới nhất</b> hoặc <b class="ocpUI">Mới nhất đến Cũ nhất</b>.
<p>8. Để sắp xếp theo màu ô, màu phông hoặc biểu tượng ô, hãy làm như sau:</p>
<ol type="a">
<li>Dưới <b class="ocpUI">Sắp xếp Dựa trên</b>, hãy chọn <b class="ocpUI">Màu Ô</b>, <b class="ocpUI">Màu Phông</b> hoặc <b class="ocpUI">Biểu tượng Ô</b>.</li>
<li>Bên dưới <b class="ocpUI">Thứ tự</b>, chọn màu ô, màu phông chữ hoặc biểu tượng ô, rồi chọn <b class="ocpUI">Ở bên Trái</b> hoặc <b class="ocpUI">Ở bên Phải</b>.</li>
</ol>
</li>
</ol>
</li>
</ol>
<p><b class="ocpNote x-hidden-focus">Lưu ý:</b> Khi bạn sắp xếp các hàng vốn là một phần của đại cương trang tính, Excel sẽ sắp xếp các nhóm ở mức cao nhất (mức 1) sao cho các hàng hoặc cột chi tiết luôn ở gần nhau, ngay cả khi hàng hoặc cột chi tiết bị ẩn.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Hướng dẫn nhanh cố định dòng cột trong Microsoft Excel</title>
		<link>https://maihoangphotocopy.com/huong-dan-nhanh-co-dinh-dong-cot-trong-microsoft-excel/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 28 Jun 2021 15:46:32 +0000</pubDate>
				<category><![CDATA[Dịch Vụ]]></category>
		<category><![CDATA[Thủ Thuật]]></category>
		<category><![CDATA[Microsoft Excel]]></category>
		<category><![CDATA[thủ thuật văn phòng]]></category>
		<category><![CDATA[tin học văn phòng]]></category>
		<guid isPermaLink="false">https://maihoangphotocopy.com/?p=9267</guid>

					<description><![CDATA[Tại sao cần cố định dòng, cột trong Excel? Việc cố định dòng, cột trong Excel giúp bạn xử lý dữ liệu một cách dễ dàng và nhanh chóng hơn. Việc cố định dòng, cột trong Excel giúp bạn quản lý danh sách bảng lương, quản lý nhân viên, chấm công,… đơn giản và chuyên [...]]]></description>
										<content:encoded><![CDATA[<h3><strong>Tại sao cần cố định dòng, cột trong Excel?</strong></h3>
<ul>
<li>Việc cố định dòng, cột trong Excel giúp bạn xử lý dữ liệu một cách dễ dàng và nhanh chóng hơn.</li>
<li>Việc cố định dòng, cột trong Excel giúp bạn quản lý danh sách bảng lương, quản lý nhân viên, chấm công,… đơn giản và chuyên nghiệp hơn.</li>
<li>Việc cố định dòng, cột trong Excel giúp bạn dễ kiểm soát, theo dõi dòng tiêu đề hoặc cột đầu tiên để xác định chủ thể trong trường hợp bảng tính quá dài hay quá nhiều cột thông tin mà bạn thì phải di chuyển lên xuống hay sang trái phải thường xuyên.</li>
</ul>
<h3><span id="Cach_co_dinh_dong_trong_Excel_2003_2010_2016" class="ez-toc-section"></span><strong>Cách cố định dòng trong Excel </strong></h3>
<h4><span id="Cach_co_dinh_dong_trong_Excel_2003" class="ez-toc-section"></span><strong>Cách cố định dòng trong Excel 2003</strong></h4>
<p>Excel 2003 là phiên bản có sự khác biệt đáng kể về mặt giao diện hoạt động so với các phiên bản sau này. Để cố định dòng trong Excel 2003, bạn cần thực hiện các bước sau:</p>
<ul>
<li><strong>Bước 1</strong>: Hãy chọn dòng bên dưới dòng mà bạn muốn cố định.</li>
</ul>
<p>VD: Nếu bạn muốn cố định 2 dòng đầu, hãy chọn dòng thứ 3.</p>
<ul>
<li><strong>Bước 2</strong>: Chọn Window → Freeze Panes. Hoặc bạn có thể sử dụng tổ hợp Alt+W → F.</li>
</ul>
<h3><span id="Cach_co_dinh_dong_trong_Excel_2010_2016" class="ez-toc-section"></span><strong>Cách cố định dòng trong Excel 2016</strong></h3>
<p>Excel 2010 và Excel 2016 là 2 phiên bản có giao diện và tính năng cơ bản nhìn chung là giống nhau nên bạn chỉ làm theo hướng dẫn cố định dòng ở 2 phiên bản này với các bước đơn giản như sau:</p>
<h4><span id="Doi_voi_co_dinh_mot_dong" class="ez-toc-section"></span><strong>Đối với cố định một dòng</strong></h4>
<p>Để có thể thực hiện việc cố định dòng trên cùng của trang tính Excel 2010 và 2016, bạn thực hiện như sau:</p>
<p>Chọn <strong>View → Freeze Panes → Freeze Top Row</strong> hoặc bạn có thể sử dụng tổ hợp phím <strong>Alt+W → F → R</strong>.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9268" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-1.jpg" alt="" width="840" height="525" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-1.jpg 840w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-1-510x319.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-1-768x480.jpg 768w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-1-600x375.jpg 600w" sizes="auto, (max-width: 840px) 100vw, 840px" /></p>
<p>Kết quả cho thấy, cột đầu tiên trong bảng tính đã được cố định như hình sau.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9269" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-2.jpg" alt="" width="840" height="283" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-2.jpg 840w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-2-510x172.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-2-768x259.jpg 768w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-2-600x202.jpg 600w" sizes="auto, (max-width: 840px) 100vw, 840px" /></p>
<h4><strong>Đối với cố định nhiều dòng</strong></h4>
<p>Để có thể cố định nhiều hơn 1 dòng tính từ dòng trên cùng của bảng tính Excel, bạn thực hiện theo các bước sau đây:</p>
<ul>
<li><strong>Bước 1</strong>: Chọn dòng bên dưới các dòng mà bạn muốn cố định. Ví dụ: Nếu bạn muốn cố định 2 dòng đầu, hãy chọn dòng thứ 3.</li>
<li><strong>Bước 2</strong>: Chọn View → Freeze Panes → Freeze Panes hoặc bạn có thể dùng tổ hợp phím Alt+W → F → F.</li>
</ul>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9270" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-3.jpg" alt="" width="840" height="525" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-3.jpg 840w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-3-510x319.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-3-768x480.jpg 768w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-3-600x375.jpg 600w" sizes="auto, (max-width: 840px) 100vw, 840px" /></p>
<p>Kết quả cho thấy, 2 dòng đầu tiên đã được cố định ở đầu bảng tính như hình sau.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9271" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-4.jpg" alt="" width="840" height="378" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-4.jpg 840w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-4-510x230.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-4-768x346.jpg 768w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-4-600x270.jpg 600w" sizes="auto, (max-width: 840px) 100vw, 840px" /></p>
<h3><strong>Cách cố định cột trong Excel 2003 2010 2016 </strong></h3>
<h4><span id="Cach_co_dinh_cot_trong_Excel_2003" class="ez-toc-section"></span><strong>Cách cố định cột trong Excel 2003</strong></h4>
<p>Tương tự như cố định dòng, Excel 2003 có sự khác biệt đáng kể về giao diện so với các phiên bản sau này nên các thao tác cố định cột của phiên bản này cũng có đôi khác biệt. Và đây là cách để cố định cột trong Excel 2003:</p>
<ul>
<li><strong>Bước 1</strong>: Chọn cột bên phải cột mà bạn muốn cố định. Ví dụ: Nếu bạn muốn cố định cột đầu, bạn cần chọn cột số 2 (cột B).</li>
<li><strong>Bước 2</strong>: Chọn Window → Freeze Panes. Hoặc bạn có thể sử dụng tổ hợp Alt+W → F.</li>
</ul>
<h4><span id="Cach_co_dinh_cot_trong_Excel_2010_2016" class="ez-toc-section"></span><strong>Cách cố định cột trong Excel 2010, 2016</strong></h4>
<p>Giao diện và tính năng cơ bản của Excel 2010 và 2016 nhìn chung là tương tự nhau. Bạn có thể làm theo hướng dẫn cố định cột ở 2 phiên bản này với các bước đơn giản như sau:</p>
<h5><span id="Doi_voi_co_dinh_mot_cot" class="ez-toc-section"></span><strong>Đối với cố định một cột</strong></h5>
<p>Để có thể cố định cột đầu tiên của trang tính trong Excel 2010 và 2016, bạn làm theo thao tác sau đây:</p>
<p>Chọn View → Freeze Panes → Freeze First Column hoặc bạn có thể sử dụng tổ hợp phím Alt+W → F → C.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9272" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-5-.jpg" alt="" width="840" height="415" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-5-.jpg 840w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-5--510x252.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-5--768x379.jpg 768w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-5--600x296.jpg 600w" sizes="auto, (max-width: 840px) 100vw, 840px" /></p>
<p>Vậy là cột đầu tiên của bảng tính sẽ được cố định như kết quả được hiển thị hình sau.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9273" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-6.jpg" alt="" width="840" height="403" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-6.jpg 840w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-6-510x245.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-6-768x368.jpg 768w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-6-600x288.jpg 600w" sizes="auto, (max-width: 840px) 100vw, 840px" /></p>
<h5><strong>Đối với cố định nhiều cột</strong></h5>
<p>Bạn có thể cố định nhiều cột tính từ dòng trên cùng của bảng tính trong Excel 2010 và 2016 bằng các bước sau đây:</p>
<ul>
<li><strong>Bước 1</strong>: Chọn cột bên phải các cột mà bạn muốn cố định. Ví dụ: Muốn cố định 3 cột đầu tiên, bạn cần chọn cột số 4 (cột D).</li>
<li><strong>Bước 2</strong>: Chọn View → Freeze Panes → Freeze Panes hoặc bạn có thể dùng tổ hợp phím Alt+W → F → F.</li>
</ul>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9274" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-7.jpg" alt="" width="840" height="443" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-7.jpg 840w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-7-510x269.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-7-768x405.jpg 768w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-co-dinh-dong-va-cot-nhanh-chong-trong-excel-7-600x316.jpg 600w" sizes="auto, (max-width: 840px) 100vw, 840px" /></p>
<p>Dù chỉ là một thủ thuật đơn giản nhưng sẽ góp phần thúc đẩy quá trình làm việc nhanh chóng, hiệu quả và chuyên nghiệp.</p>
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		<title>Cách sử dụng hàm hlookup trong Excel kết hợp với các hàm khác</title>
		<link>https://maihoangphotocopy.com/cach-su-dung-ham-hlookup-trong-excel-ket-hop-voi-cac-ham-khac/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Sun, 27 Jun 2021 03:25:37 +0000</pubDate>
				<category><![CDATA[Dịch Vụ]]></category>
		<category><![CDATA[Thủ Thuật]]></category>
		<category><![CDATA[Công thức và Hàm Excel căn bản]]></category>
		<category><![CDATA[Microsoft Excel]]></category>
		<category><![CDATA[tin học văn phòng]]></category>
		<guid isPermaLink="false">https://maihoangphotocopy.com/?p=9169</guid>

					<description><![CDATA[&#160; 1. Hàm Hlookup &#8211; Công dụng: Sử dụng hàm hlookup, bạn sẽ dễ dàng tìm kiếm và tham chiếu theo các dòng, các cột để sau khi thỏa mãn các điều kiện đặt ra kết quả chính xác được trả về một cách nhanh chóng. &#8211; Cú pháp lệnh (syntax): HLOOKUP(Lookup_value, Table_array, row_index_ num, Range_lookup) Trong [...]]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<h1><strong>1. Hàm Hlookup</strong></h1>
<p><strong>&#8211; Công dụng:</strong> Sử dụng hàm hlookup, bạn sẽ dễ dàng tìm kiếm và tham chiếu theo các dòng, các cột để sau khi thỏa mãn các điều kiện đặt ra kết quả chính xác được trả về một cách nhanh chóng.</p>
<p><strong>&#8211; Cú pháp lệnh (syntax)</strong>: <strong>HLOOKUP(Lookup_value, Table_array, row_index_ num, Range_lookup)</strong></p>
<p>Trong đó :</p>
<p>– <strong>Lookup_value:</strong> Giá trị cần dò tìm.</p>
<p>– <strong>Table_array:</strong> Bảng chứa dữ liệu cần dò tìm, bạn nhấn F4 để khoá địa chỉ tuyệt đối cho mục đích copy công thức tự động.</p>
<p><em>_ Nếu range_lookup là TRUE (tức ĐÚNG) thì các giá trị trong hàng thứ nhất của table_array phải được đặt theo thứ tự tăng dần: &#8230;-2, -1, 0, 1, 2,&#8230; , A-Z, FALSE, TRUE; nếu không, hàm HLOOKUP có thể đưa ra giá trị không đúng.</em></p>
<p><em>_ Nếu range_lookup là FALSE (tức SAI), thì không cần phải sắp xếp table_array..</em></p>
<p>– <strong>Row_index_num:</strong> Số thứ tự của cột lấy dữ liệu trong bảng cần dò tìm.</p>
<p><em>_ Nếu row_index_num nhỏ hơn 1, hàm HLOOKUP trả về giá trị lỗi #VALUE!</em></p>
<p><em>_ Nếu row_index_num lớn hơn số hàng trên table_array, hàm HLOOKUP trả về giá trị lỗi #REF!</em></p>
<p>– <strong>Range_lookup:</strong> Kiểu dò tìm (Là giá trị Logic: TRUE=1, FALSE=0 quyết định dò tìm chính xác hay tương đổi với bảng dò).</p>
<p>+ Nếu<strong> Range_lookup = 0</strong>: dò tìm chính xác.</p>
<p><em>_ Nếu không tìm thấy kết quả khớp chính xác, hàm sẽ trả về giá trị lỗi #N/A.</em></p>
<p>+ Nếu <strong>Range_lookup = 1</strong>: dò tìm tương đối.</p>
<p>+ Nếu bỏ qua đối này thì Excel hiểu là Range_lookup = 1</p>
<p><strong>Lưu ý:</strong> <em><strong>Hlookup</strong> được sử dụng khi bảng dữ liệu dò có chứa giá trị dò tìm sắp xếp theo dòng hay hàng (theo chiều ngang) nếu bảng dữ liệu có giá trị dò tìm sắp xếp theo chiều dọc (theo cột) chúng ta phải <strong>sử dụng hàm Vlookup</strong>.</em></p>
<p><strong>* Ví dụ 1 bài tập sử dụng HLookup</strong></p>
<p>&#8211; Bạn hãy điền vào cột Đơn giá theo Loại vật tư từ thông tin Bảng phụ theo ví dụ dưới đây:</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9223" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-hlookup-va-cach-su-dung.jpg" alt="" width="555" height="402" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-hlookup-va-cach-su-dung.jpg 555w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-hlookup-va-cach-su-dung-510x369.jpg 510w" sizes="auto, (max-width: 555px) 100vw, 555px" /></p>
<p>Trong ví dụ trên, tại ô D5 ta gõ công thức: <strong>=HLOOKUP(B5,$F$6:$I$7,2,0)</strong></p>
<p>Trong đó:</p>
<p><strong>Hlookup:</strong> là hàm dùng để tìm kiếm ra LOẠI VẬT TƯ tại BẢNG PHỤ có Đơn giá.</p>
<p><strong>B5:</strong> Là Giá trị cần dò tìm; ở đây là các Giá trị trong cột Loại Vật tư (Xi Măng, Bột màu, Sơn gỗ)</p>
<p><strong>$F$6:$I$7:</strong> Bảng dữ liệu dò tìm, chính là F6:I7 nhưng khoá địa chỉ tuyệt đối (nhấn F4) để Copy công thức xuống các ô D6-&gt;D12.</p>
<p><strong>2:</strong> Thứ tự dòng giá trị cần lấy, trong trường hợp này chính là dòng Đơn giá;</p>
<p><strong>0:</strong> là kiểu dò tìm chính xác.</p>
<p>&#8211; Ở ví dụ tiếp theo chúng ta sẽ thực hiện <strong>dò tìm tương đối</strong> (kiểu dò trong hàm hlookup là:<strong>1</strong>) Xếp loại học lực dựa vào Điểm trung bình (ĐTB) trong Bảng Xếp Loại. Sau khi nhập công thức và copy xuống các ô từ D5-&gt;D10 ta được bảng sau:</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9224" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-hlookup-do-tim-tuong-doi.jpg" alt="" width="665" height="397" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-hlookup-do-tim-tuong-doi.jpg 665w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-hlookup-do-tim-tuong-doi-510x304.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-hlookup-do-tim-tuong-doi-600x358.jpg 600w" sizes="auto, (max-width: 665px) 100vw, 665px" /></p>
<p>Trong ví dụ này thì ở ô D4 nhập công thức: <strong>=HLOOKUP(C4,$F$6:$J$7,2,1)</strong></p>
<p><em>Trong đó:</em></p>
<p><strong>C4:</strong> là giá trị dò tìm</p>
<p><strong>$F$6:$J$7: </strong>Là bảng dữ liệu cần dò giá trị</p>
<p><strong>2:</strong> Thứ tự dòng giá trị cần lấy, trong trường hợp này chính là dòng Đơn giá;</p>
<p><strong>1:</strong> Kiểu dò tìm tương đối (gần đúng)</p>
<p><strong>2. Hàm Hlookup và Left</strong></p>
<p>&#8211; Như các bạn đã biết, <strong>hàm Left</strong> là hàm lấy ký tự bên trái một chuỗi bất kỳ, <strong>khi kết hợp Hlookup và left</strong> giúp cho việc dò tìm kết quả nhanh và chính xác trong nhiều bài toán cụ thể.</p>
<p>* <strong>Cú pháp hàm left</strong>:<strong>=Left(text,n)</strong></p>
<p><strong>Ví dụ:</strong> Điền vào cột Tên hàng biết rằng ký tự đầu của Phiếu xuất kho là Mã VT</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9225" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-hlookup-va-left.jpg" alt="" width="562" height="336" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-hlookup-va-left.jpg 562w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-hlookup-va-left-510x305.jpg 510w" sizes="auto, (max-width: 562px) 100vw, 562px" /></p>
<p>&#8211; Như vậy, trong ô C5 chúng ta nhập công thức: <strong>=HLOOKUP(LEFT(B5,1),$E$6:$H$7,2,0) </strong>sau đó copy (Fill) kết quả xuống là hoàn thành yêu cầu bài toán.</p>
<p><em>&#8211; Ý nghĩa công thức: Đầu tiên hàm Left lấy 1 ký tự bên trái ô B5, sau đó dò tìm ký tự này trong bảng E6:H7, khi dò tìm thấy giá trị này sẽ trả kết quả trong dòng thứ 2 của bảng E6:H7.</em></p>
<p><strong>3. Hàm Hlookup và Right</strong></p>
<p>&#8211; <strong>Hàm Right</strong> là hàm lấy ký tự bên phải một chuỗi bất kỳ, <strong>khi kết hợp Hlookup và Right</strong> cũng tương tự như <strong>Hlookup kết hợp left</strong> giúp cho việc dò tìm kết quả nhanh và chính xác trong nhiều bài toán cụ thể.</p>
<p>* <strong>Cú pháp hàm Right</strong>:<strong> =Right(text,n)</strong></p>
<p><strong>Ví dụ:</strong> Điền vào cột Tên hàng biết rằng ký tự cuối của Phiếu xuất kho là Mã VT</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9226" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-hlookup-va-right.jpg" alt="" width="614" height="335" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-hlookup-va-right.jpg 614w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-hlookup-va-right-510x278.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-hlookup-va-right-600x327.jpg 600w" sizes="auto, (max-width: 614px) 100vw, 614px" /></p>
<p>&#8211; Như vậy trong ô C5 chúng ta nhập công thức: <strong>=HLOOKUP(RIGHT(B5,1),$E$5:$H$6,2,0) </strong>sau đó Fill (copy) công thức xuống là chúng ta hoàn thành bài toán.</p>
<p>&#8211;<em> Ý nghĩa công thức: Đầu tiên hàm Right sẽ lấy 1 ký tự bên phải ô B5, sau đó dò tìm ký tự này trong bảng E5:H6, khi gặp giá trị dò tìm sẽ lấy giá trị trả về ở dòng thứ 2 trong bảng dò tìm E5:H6.</em></p>
<p><strong>4. Hàm Hlookup kết hợp IF</strong></p>
<p>&#8211; <strong>Hàm IF</strong> là một trong những hàm điều kiện được dùng phổ biết nhất trong Excel, khi kết hợp IF và Vlookup giúp cho nhiều bài toán được giải quyết nhanh chóng.</p>
<p><strong>* Cú pháp hàm IF</strong>:<strong>=if(logical_test, value if true, value if false)</strong></p>
<p><strong>Ví dụ:</strong> Điền vào cột mức Giá của Mã VT biết rằng, ký tự đầu phiếu xuất kho là Mã VT, ký tự cuối Phiếu xuất kho là Giá.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9227" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-vlookup-if.jpg" alt="" width="648" height="294" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-vlookup-if.jpg 648w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-vlookup-if-510x231.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-vlookup-if-600x272.jpg 600w" sizes="auto, (max-width: 648px) 100vw, 648px" /></p>
<p>&#8211; Như vậy, trong ô C5 nhập công thức: <strong>=HLOOKUP(LEFT(B5,1),$E$5:$H$7,IF(RIGHT(B5,1)=&#8221;1&#8243;,2,3),0) </strong>sau đó Fill (copy) kết quả xuống là chúng ta hoàn thành yêu cầu bài toán.</p>
<p><em>+ Ý nghĩa công thức:</em></p>
<p><em>&#8211; Đầu tiên hàm Left lấy 1 ký tự bên trái ô B5, sau đó dò giá trị này trong bảng E5:H7, khi gặp giá trị dò tìm sẽ trả về giá trị trong dòng mà hàm IF trả về.</em></p>
<p><em>&#8211; Đối với hàm IF, đầu tiên hàm Right lấy 1 ký tự bên phải ô B5, kiểm tra xem giá trị này có =&#8221;1&#8243; hay không, nếu bằng thì trả về 2, nếu không thì trả về 3, giá trị IF trả về này quy định dòng trả về giá trị trong hàm Hlookup.</em></p>
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		<title>Cách sử dụng hàm VLOOKUP Excel Qua ví dụ thực tế và vận dụng</title>
		<link>https://maihoangphotocopy.com/cach-su-dung-ham-vlookup-excel/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Sat, 26 Jun 2021 08:44:56 +0000</pubDate>
				<category><![CDATA[Dịch Vụ]]></category>
		<category><![CDATA[Công thức và Hàm Excel căn bản]]></category>
		<category><![CDATA[Microsoft Excel]]></category>
		<category><![CDATA[tin học văn phòng]]></category>
		<guid isPermaLink="false">https://maihoangphotocopy.com/?p=9163</guid>

					<description><![CDATA[VLOOKUP là một hàm tích hợp sẵn trong Excel và tên là viết tắt của cụm từ vertical lookup. Trong tiếng Việt, nó có nghĩa là tra cứu theo chiều dọc. Nó được đặt tên là “tra cứu theo chiều dọc” vì nó tìm kiếm theo chiều dọc xuống một cột cụ thể. Khi tìm [...]]]></description>
										<content:encoded><![CDATA[<p>VLOOKUP là một hàm tích hợp sẵn trong Excel và tên là viết tắt của cụm từ vertical lookup. Trong tiếng Việt, nó có nghĩa là tra cứu theo chiều dọc.</p>
<p>Nó được đặt tên là “tra cứu theo chiều dọc” vì nó tìm kiếm theo chiều dọc xuống một cột cụ thể. Khi tìm thấy giá trị đó, nó sẽ dừng lại và tìm kiếm một giá trị trên cùng một hàng trong cột bên phải mà bạn chỉ định.</p>
<h3><strong>Công thức VLOOKUP</strong></h3>
<p>Công thức: “=VLOOKUP(lookup_value, table_array, col_index_num, [range_lookup])”.</p>
<p>Hàm VLOOKUP có tổng số bốn đối số. Ba là bắt buộc, trong khi cuối cùng là tùy chọn. Cụ thể:</p>
<ul>
<li>‘lookup_value’: Giá trị bạn muốn VLOOKUP tìm kiếm trong ‘table_array’. Đây là một đối số bắt buộc và nếu giá trị này không được tìm thấy trong ‘table_array’, nó sẽ trả về lỗi ‘# N / A’.</li>
<li>‘table_array’: Phạm vi dữ liệu mà bạn muốn VLOOKUP tìm kiếm kết quả phù hợp với ‘lookup_value’ và trả về kết quả từ đó.</li>
<li>‘col_index_range’: Số cột từ cột đầu tiên trong ‘table_array’ mà bạn muốn hàm VLOOKUP trả về một giá trị. Đây là đối số bắt buộc và sẽ khiến công thức trả về giá trị ‘#REF!’ lỗi nếu nó là một số lớn hơn số cột trong ‘table_array’.</li>
<li>‘range_lookup’ – Đối số này là một trong hai giá trị: TRUE hoặc FALSE. Đây là đối số tùy chọn. Bạn có thể thay thế “0” cho FALSE và “1” cho TRUE.</li>
</ul>
<h3><strong>Ví dụ cách dùng hàm VLOOKUP Excel cơ bản nhất</strong></h3>
<p>Hãy tưởng tượng bạn có một cơ sở dữ liệu liệt kê các mức tồn kho hiện tại theo quy mô sản phẩm. Và bạn muốn tìm kiếm xem số lượng sản phẩm size L còn bao nhiêu.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9164" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-su-dung-ham-vlookup-excel-don-gian-va-chuan-nhat-4.jpg" alt="" width="600" height="400" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-su-dung-ham-vlookup-excel-don-gian-va-chuan-nhat-4.jpg 600w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-su-dung-ham-vlookup-excel-don-gian-va-chuan-nhat-4-510x340.jpg 510w" sizes="auto, (max-width: 600px) 100vw, 600px" /></p>
<p>Giá trị mà bạn muốn tìm kiếm là size L. Vì vậy, ‘lookup_value’ của bạn sẽ là E3.</p>
<p>Bảng dữ liệu trong ví dụ nằm trong phạm vi B2: C8. Vì vậy, bạn sẽ chọn phạm vi này cho ‘table_array’ trong công thức VLOOKUP.</p>
<p>VLOOKUP tìm giá trị trong bảng tra cứu B2: C8 và trả về giá trị từ cột thứ hai, vì vậy ‘col_index_range’ sẽ là 2. Và bạn sẽ có được công thức như dưới.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9165" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-su-dung-ham-vlookup-excel-don-gian-va-chuan-nhat-5.jpg" alt="" width="600" height="400" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-su-dung-ham-vlookup-excel-don-gian-va-chuan-nhat-5.jpg 600w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-su-dung-ham-vlookup-excel-don-gian-va-chuan-nhat-5-510x340.jpg 510w" sizes="auto, (max-width: 600px) 100vw, 600px" /></p>
<h3><strong>Ví dụ cách dùng hàm VLOOKUP Excel tìm kiếm một dãy chữ</strong></h3>
<p>Trong bảng tính dưới đây, chúng tôi có một bảng dữ liệu nhân viên. Mục tiêu của chúng tôi là tìm kiếm địa chỉ Email dựa theo mã số ID của nhân viên có trong bảng bên phải. Để làm được điều này, cùng viết công thức hàm vlookup excel với các giá trị sau:</p>
<ul>
<li>Chọn giá trị tra cứu, là ô G4.</li>
<li>Bảng tham chiếu là B4: D10.</li>
<li>Số cột của bảng là 3 vì bạn đang muốn tìm kiếm email.</li>
<li>Loại đối sánh là ‘0’, có nghĩa là chúng ta cần đối sánh chính xác.</li>
</ul>
<p>Từ đó, công thức VLOOKUP trong excel có thể được viết lại thành = Vlookup (G9, $ B $ 4: $ D $ 10,3,0), trả về Gagan@yahoo.com.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9166" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-su-dung-ham-vlookup-excel-don-gian-va-chuan-nhat-6.jpg" alt="" width="600" height="400" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-su-dung-ham-vlookup-excel-don-gian-va-chuan-nhat-6.jpg 600w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-su-dung-ham-vlookup-excel-don-gian-va-chuan-nhat-6-510x340.jpg 510w" sizes="auto, (max-width: 600px) 100vw, 600px" /></p>
<p>Nếu bạn đang nghĩ mục đích của việc sử dụng bảng tham chiếu tại sao phải thêm ký tự “$” ở phía trước mỗi ký tự của bảng thì dấu $ được sử dụng để cố định bảng tham chiếu bằng cách sử dụng phím F4 trên bàn phím. Dấu $ còn được gọi là tham chiếu tuyệt đối. Khi sử dụng tham chiếu tuyệt đối thì dù bạn kéo công thức VLOOKUP Excel xuống các ô bên dưới, bảng tham chiếu sẽ không bị thay đổi.</p>
<p>Lưu ý: Bạn có thể nhận thấy trong bảng kết quả ở cột H, thì H7 không tìm thấy và hiện ra dòng chữ “#N/A”. Điều này không phải do công thức của hàm VLOOKUP Excel bị sai. Mà là do giá trị tra cứu là 169. Và nếu bạn tìm kiếm trong bảng dữ liệu thì không có email nào của nhân viên có ID là 169 cả. Do đó, công thức VLOOKUP trong excel trả về lỗi ở đây là # N / A. Nếu không tìm thấy gì, nó sẽ trả về # N / A.</p>
<h3><strong>Ví dụ cách dùng hàm VLOOKUP tìm kiếm một dãy số</strong></h3>
<p>Vẫn là bảng dữ liệu trên đây, nhưng bây giờ, bạn đi tìm kiếm ID dựa vào địa chỉ email. Như vậy, những thông tin cần có bao gồm:</p>
<ul>
<li>Chọn giá trị tra cứu là ô H8.</li>
<li>Bảng tham chiếu là B4: D10.</li>
<li>Ta cần nhân viên ID, do đó số cột là 3.</li>
<li>Loại đối sánh là ‘0’, có nghĩa là chúng ta cần đối sánh chính xác.</li>
</ul>
<p>Công thức VLOOKUP trong excel lúc này sẽ được viết: = Vlookup (gagan @ yahoo.com, B4: E10,2,0). Sau khi nhấn enter, bạn sẽ nhận được giá trị trả về là 427. Tiếp tục kéo xuống hết bảng để tiếp tục tìm kiếm các địa chỉ ID dựa trên email có sẵn trong bảng tương tự như trên.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9167" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-su-dung-ham-vlookup-excel-don-gian-va-chuan-nhat-7.jpg" alt="" width="600" height="400" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-su-dung-ham-vlookup-excel-don-gian-va-chuan-nhat-7.jpg 600w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-su-dung-ham-vlookup-excel-don-gian-va-chuan-nhat-7-510x340.jpg 510w" sizes="auto, (max-width: 600px) 100vw, 600px" /></p>
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</strong>Hotline: 079 4481 888 – 079 4481  888 –  ZALO 079 4481  888<br />
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		<title>cách sử dụng hàm INDEX và MATCH trong Excel</title>
		<link>https://maihoangphotocopy.com/cach-su-dung-ham-index-va-match-trong-excel/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Sat, 26 Jun 2021 08:27:53 +0000</pubDate>
				<category><![CDATA[Dịch Vụ]]></category>
		<category><![CDATA[Công thức và Hàm Excel căn bản]]></category>
		<category><![CDATA[Microsoft Excel]]></category>
		<category><![CDATA[tin học văn phòng]]></category>
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					<description><![CDATA[Còn có các hàm khác như INDEX hay MATCH cũng có chức năng tương tự như hàm HLOOKUP. Vậy hàm INDEX và hàm MATCH là gì? Cách sử dụng hàm INDEX và MATCH như thế nào? Hãy theo dõi bài viết của Cú pháp của hàm INDEX và hàm MATCH trong Excel Cú pháp hàm INDEX trong [...]]]></description>
										<content:encoded><![CDATA[<p>Còn có các hàm khác như INDEX hay MATCH cũng có chức năng tương tự như hàm HLOOKUP. Vậy hàm INDEX và hàm MATCH là gì? <strong>Cách sử dụng hàm INDEX và MATCH</strong> như thế nào? Hãy theo dõi bài viết của</p>
<h1>Cú pháp của hàm INDEX và hàm MATCH trong Excel</h1>
<h3><span id="Cu_phap_ham_INDEX_trong_Excel" class="ez-toc-section"></span>Cú pháp hàm INDEX trong Excel</h3>
<p>Hàm INDEX có chức năng trả về một giá trị ô dựa trên số thứ tự hàng và cột được khai báo. Đồng thời hàm này có hai công thức đó là công thức ở dạng mảng và dạng tham chiếu.</p>
<h4><span id="Ham_INDEX_o_dang_mang" class="ez-toc-section"></span>Hàm INDEX ở dạng mảng</h4>
<p>Ở dạng mảng INDEX trả về giá trị của một phần tử hoặc một mảng dựa trên số hàng và số cột mà bạn yêu cầu.</p>
<blockquote><p>Công thức như sau: <strong>=INDEX(array, row_num, [column_num])</strong></p></blockquote>
<p><em>Trong đó:</em></p>
<ul>
<li><strong>Array:</strong> Là giá trị dò bao gồm một dải các ô.</li>
<li><strong>Row_num:</strong> Là hàng thứ mấy trong bảng bạn muốn tham chiếu giá trị</li>
<li><strong>Column_num:</strong> Là cột thứ mấy trong bảng bạn muốn tham chiếu giá trị.</li>
</ul>
<h4><span id="Ham_INDEX_o_dang_tham_chieu" class="ez-toc-section"></span>Hàm INDEX ở dạng tham chiếu</h4>
<p>Ở dạng tham chiếu, INDEX trả về ô tham chiếu của hàng và cột đã xác định.</p>
<blockquote><p>Công thức của dạng này là: <strong>=INDEX(reference, row_num, column_num, area_num)</strong></p></blockquote>
<p><em>Trong đó:</em></p>
<ul>
<li><strong>Reference:</strong> Là một hay nhiều bảng dò.</li>
<li><strong>Row_num:</strong> Là hàng thứ mấy trong bảng dò bạn muốn tham chiếu giá trị.</li>
<li><strong>Column_num:</strong> Là cột thứ mấy trong bảng dò bạn muốn tham chiếu giá trị.</li>
<li><strong>Area_num:</strong> Tham số tùy chọn, chỉ ra bảng mà bạn muốn tham chiếu giá trị.</li>
</ul>
<p>Ta sẽ xem 2 ví dụ dưới đây để phân biệt sự khác nhau giữa 2 công thức này:</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9154" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-10-4.jpg" alt="" width="800" height="431" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-10-4.jpg 800w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-10-4-510x275.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-10-4-768x414.jpg 768w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-10-4-600x323.jpg 600w" sizes="auto, (max-width: 800px) 100vw, 800px" /></p>
<p>Ở trên là ví dụ về hàm INDEX ở dạng mảng. Có thể thấy kết quả trả về là giao của hàng thứ 2 và cột thứ 3 trong bảng dữ liệu.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9155" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-10-9-1.jpg" alt="" width="800" height="393" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-10-9-1.jpg 800w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-10-9-1-510x251.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-10-9-1-768x377.jpg 768w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-10-9-1-600x295.jpg 600w" sizes="auto, (max-width: 800px) 100vw, 800px" /></p>
<p>Ví dụ trên là INDEX ở dạng tham chiếu. Kết quả trả về là giao giữa hàng 3 và cột 2 trong bảng dữ liệu 2.</p>
<p>Như vậy, sự khác nhau cơ bản của 2 dạng trên đó là vùng dữ liệu. Đối với dạng mảng, chỉ có thể chọn 1 vùng dữ liệu duy nhất. Trong khi với dạng tham chiếu, có thể chọn nhiều vùng dữ liệu khác nhau và quyết định sẽ chọn vùng nào để truy xuất dữ liệu.</p>
<h1><span id="Cu_phap_cua_ham_MATCH_trong_Excel" class="ez-toc-section"></span>Cú pháp của hàm MATCH trong Excel</h1>
<p>Hàm MATCH có chức năng tìm kiếm và trả về vị trí của một giá trị cụ thể trong một dãy các ô.</p>
<p>Cú pháp của hàm này là: <strong>=MATCH(lookup_value, lookup_array, match_type)</strong></p>
<p><em>Trong đó:</em></p>
<ul>
<li><strong>Lookup_value:</strong> Là giá trị cần phải tìm kiếm vị trí.</li>
<li><strong>Lookup_array:</strong> Dãy các ô chứa giá trị.</li>
<li><strong>Match_type:</strong> Loại tìm kiếm (-1, 0, 1)</li>
</ul>
<p><em><strong>Lưu ý:</strong></em></p>
<ul>
<li>Với Match_type là -1, tìm giá trị nhỏ nhất sao cho giá trị đó lớn hơn giá trị cần tìm. Dãy giá trị phải được sắp xếp theo chiều tăng dần.</li>
<li>Với match_type bằng 0, tìm giá trị chính xác với giá trị cần tìm.</li>
<li>Với match_type bằng 1, tìm giá trị lớn nhất sao cho giá trị đó nhỏ hơn giá trị cần tìm. Dãy giá trị phải được sắp xếp theo chiều giảm dần.</li>
</ul>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9156" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-3.jpg" alt="" width="800" height="417" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-3.jpg 800w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-3-510x266.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-3-768x400.jpg 768w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-3-600x313.jpg 600w" sizes="auto, (max-width: 800px) 100vw, 800px" /></p>
<p>Nhìn vào hình trên ta sẽ thấy, cú pháp =MATCH(D4, C4:E4, 0) đã tìm và trả về kết quả là 2. Đây là vị trí của 120.000 trong bảng dữ liệu từ C4 đến E4.</p>
<p>Trên đây là cách sử dụng hàm INDEX và MATCH trong Excel. Hai hàm này nếu sử dụng riêng biệt sẽ có những hạn chế riêng. Tuy nhiên, nếu kết hợp lại với nhau, ta sẽ có một hàm tìm kiếm vô cùng mạnh mẽ.</p>
<h1><span id="Tim_kiem_mot_gia_tri_bat_ki_trong_bang_du_lieu_voi_ham_INDEXMATCH" class="ez-toc-section"></span>Tìm kiếm một giá trị bất kì trong bảng dữ liệu với hàm INDEX/MATCH</h1>
<p>INDEX/MATCH là hàm tìm kiếm mạnh mẽ nhất trong Excel. Hàm này có thể tìm kiếm một giá trị bất kì ở bất cứ đâu trong bảng dữ liệu. Để có thể hiểu rõ hàm này, ta sẽ đi qua một ví dụ sau đây.<img loading="lazy" decoding="async" class="alignnone size-full wp-image-9157" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-4.jpg" alt="" width="800" height="474" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-4.jpg 800w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-4-510x302.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-4-768x455.jpg 768w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-4-600x356.jpg 600w" sizes="auto, (max-width: 800px) 100vw, 800px" /></p>
<p>Hãy điền đơn giá cho bảng dữ liệu trên. Biết rằng, đơn giá của một mặt hàng phụ thuộc vào tên hàng và mã hàng ở bảng đơn giá các mặt hàng.</p>
<h3><span id="Hieu_ham_INDEXMATCH_qua_vi_du" class="ez-toc-section"></span>Hiểu hàm INDEX/MATCH qua ví dụ</h3>
<p>Với ví dụ trên, ta không thể dùng hàm VLOOKUP hay HLOOKUP. Vì thế trong trường hợp này ra sẽ dùng INDEX/MATCH. Công thức như sau:</p>
<p><strong>=INDEX($L$9:$N$11, MATCH(C5,$K$9:$K$11,0), MATCH(B5,$L$8:$N$8,0))</strong></p>
<p>Cách thức hoạt động của công thức trên là:</p>
<p>Trước tiên, hàm<strong> MATCH(C5,$K$9:$K$11,0)</strong> sẽ truy xuất vị trí của đơn giá theo hàng và <strong>MATCH(B5,$L$8:$N$8,0)</strong> sẽ truy xuất vị trí của đơn giá theo cột.</p>
<p>Sau khi truy xuất vị trí đơn giá theo hàng và cột xong. Lúc này hàm INDEX sẽ tìm kiếm và trả về đơn giá là giao giữa hàng và cột vừa tìm được.</p>
<p>Nhập công thức đã cho vào ô F5, ta sẽ có đơn giá của mặt hàng đầu tiên.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9158" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-5.jpg" alt="" width="800" height="484" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-5.jpg 800w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-5-510x309.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-5-768x465.jpg 768w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-5-600x363.jpg 600w" sizes="auto, (max-width: 800px) 100vw, 800px" /></p>
<p>Tiếp đó, di chuột về phía góc dưới bên phải của ô A5 cho đến khi xuất hiện dấu “+”. Nhấp chuột và kéo thả cho đến sản phẩm cuối cùng. Ta sẽ có đơn giá của toàn bộ mặt hàng.</p>
<p><em><strong>Lưu ý:</strong></em></p>
<p>Đối với những bảng giá trị bắt buộc phải để tham chiếu tuyệt đối (dấu $). Để khi sao chép công thức, vị trí của bảng giá trị sẽ không thay đổi.</p>
<h3><span id="Ket_qua_duoc_duc_ket" class="ez-toc-section"></span>Kết quả được đúc kết</h3>
<p>Từ ví dụ trên ta có thể rút ra công thức chung của hàm INDEX/MATCH như sau:<br />
<strong>=INDEX(array, MATCH(lookup_value1, lookup_array1, 0), MATCH(lookup_value2, lookup_array2, 0)</strong></p>
<p><em>Trong đó:</em></p>
<ul>
<li>Array: Là bảng giá trị chứa ô giá trị cần tìm, là tham chiếu tuyệt đối.</li>
<li>Lookup_value1, lookup_array1: là giá trị cần tìm vị trí theo hàng và bảng giá trị chứa giá trị cần tìm, bảng giá trị là tham chiếu tuyệt đối.</li>
<li>Lookup_value2, lookup_array2: là giá trị cần tìm vị trí theo cột và bảng giá trị chứa giá trị cần tìm, bảng giá trị là tham chiếu tuyệt đối.</li>
</ul>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9159" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-10-6.jpg" alt="" width="800" height="453" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-10-6.jpg 800w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-10-6-510x289.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-10-6-768x435.jpg 768w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/biet-cach-su-dung-ham-index-va-match-trong-excel-chi-voi-10-6-600x340.jpg 600w" sizes="auto, (max-width: 800px) 100vw, 800px" /></p>
<p>Các bạn không cần thiết phải nhớ công thức trên một cách máy móc. Tốt nhất là nên nhớ nó theo bản chất của từng hàm để có thể linh hoạt sử dụng và kết hợp với các hàm khác như MIN, MAX hay AVERAGE.</p>
<p>Trên đây là <strong>cách sử dụng hàm INDEX và MATCH</strong>. Sự kết hợp của hai hàm này đã tạo ra một công thức tìm kiếm hết sức linh hoạt.</p>
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]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Hàm MATCH Trong Excel Là Gì ? Ví Dụ Cách Dùng Hàm MATCH</title>
		<link>https://maihoangphotocopy.com/ham-match-trong-excel-la-gi/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Sat, 26 Jun 2021 08:14:16 +0000</pubDate>
				<category><![CDATA[Dịch Vụ]]></category>
		<category><![CDATA[Công thức và Hàm Excel căn bản]]></category>
		<category><![CDATA[Microsoft Excel]]></category>
		<category><![CDATA[tin học văn phòng]]></category>
		<guid isPermaLink="false">https://maihoangphotocopy.com/?p=9146</guid>

					<description><![CDATA[Hàm MATCH Trong Excel Là Gì? Hàm MATCH là hàm trả về vị trí ô của một giá trị trong Excel. Vị trí ô trả về sẽ dựa trên giá trị tìm kiếm và loại tìm kiếm trong công thức hàm MATCH. Cách Dùng Hàm MATCH Trong Excel Cách sử dụng của hàm MATCH trong [...]]]></description>
										<content:encoded><![CDATA[<h1 style="font-style: inherit; font-weight: var( --e-global-typography-primary-font-weight );"><b>Hàm MATCH Trong Excel Là Gì?</b></h1>
<p>Hàm MATCH là hàm<b> trả về vị trí ô</b> của một giá trị trong Excel. Vị trí ô trả về sẽ dựa trên giá trị tìm kiếm và loại tìm kiếm trong công thức hàm MATCH.</p>
<h3 style="font-style: inherit; font-weight: var( --e-global-typography-primary-font-weight );"><b>Cách Dùng Hàm MATCH Trong Excel</b></h3>
<p><span style="font-weight: 400;">Cách sử dụng của hàm MATCH trong Excel sẽ dựa trên công thức:</span></p>
<p><b>=MATCH (lookup_value, lookup_array, [match_type])</b></p>
<ul>
<li style="font-weight: var( --e-global-typography-text-font-weight );">Trong đó:</li>
<li style="font-weight: var( --e-global-typography-text-font-weight );"><b>lookup_value: </b>giá trị cần tìm kiếm</li>
<li style="font-weight: var( --e-global-typography-text-font-weight );"><b>lookup_array: </b>phạm vi ô cần tìm kiếm</li>
<li style="font-weight: var( --e-global-typography-text-font-weight );"><b>match_type: </b>loại tìm kiếm của hàm MATCH: -1 (greater than); 0 (exact match) và match_type mặc định là 1 (less than)</li>
</ul>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9147" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cong-thuc-ham-match.png" alt="" width="500" height="159" /></p>
<h3 style="font-style: inherit; font-weight: var( --e-global-typography-primary-font-weight );"><b>Ví Dụ Cách Dùng Hàm MATCH Để Tìm Vị Trí Của Một Giá Trị Cho Trước:</b></h3>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9148" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/vi-du-ham-match.png" alt="" width="401" height="243" /></p>
<p dir="ltr">Ví dụ trong trường hợp này, muốn kiểm tra giá trị “Tuấn” ở vị trí (thứ tự) nào trong dãy giá trị An, Bình, Dũng, Quang, Tuấn, chúng ta sẽ dùng hàm MATCH có công thức: =MATCH(C4,B4:B8,0)</p>
<p dir="ltr">Trong đó:</p>
<ul>
<li dir="ltr" role="presentation">C4 là giá trị cần tìm (Tuấn)</li>
<li dir="ltr" role="presentation">B4:B8 là phạm vi cần tìm</li>
<li dir="ltr" role="presentation">0 là loại tìm kiếm exact MATCH</li>
</ul>
<p dir="ltr">Kết quả của hàm MATCH trên sẽ được 5, đúng với Số TT của Tuấn trong bảng.</p>
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<h2 class="elementor-heading-title elementor-size-default">Cách Sử Dụng Hàm INDEX Và MATCH Làm Hàm Kết Hợp Trong Excel</h2>
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<h3 class="elementor-heading-title elementor-size-default">Kết Hợp Hàm INDEX MATCH Thành Hàm Tìm Kiếm Nhiều Điều Kiện</h3>
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<p dir="ltr">Bài tập 1: Cho bảng Số Lượng Các Mặt Hàng Bán Ra Trong Quý 1/ 2019</p>
<p dir="ltr">Yêu cầu: Dùng hàm INDEX và MATCH trong Excel để tìm số lượng bán ra của hai mặt hàng là Trứng Gà và Bột Mì trong tháng 1 và tháng 3.</p>
<p dir="ltr"><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9149" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-index-match-tim-kiem-nhieu-dieu-kien.png" alt="" width="480" height="319" /></p>
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<p dir="ltr">Phân tích bài toán này ta thấy:</p>
<ul>
<li dir="ltr" role="presentation">Giá trị cần tìm: là số lượng bán ra của một mặt hàng, với 2 điều kiện</li>
<li dir="ltr" role="presentation">Điều kiện 1: Là số lượng bán ra của mặt hàng trứng gà</li>
<li dir="ltr" role="presentation">Điều kiện 2: Là số lượng bán ra trong tháng 1 (hoặc tháng 3)</li>
</ul>
<p dir="ltr">Như vậy, để giải được bài toán này ta có thể kết hợp hàm MATCH và INDEX để tạo thành một hàm lookup 2 điều kiện:</p>
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<p dir="ltr">Công thức kết hợp hàm MATCH và INDEX:</p>
<p dir="ltr">=INDEX(C3:E8,MATCH(A13,B3:B8,0),MATCH(C12,C3:E3,0))</p>
<p>Trong đó:</p>
<ul>
<li>C3:E8: Array của hàm INDEX là phạm vi ô chứa giá trị cần tìm.</li>
<li>MATCH(A13,B3:B8,0): đóng vai trò là Row_num trong hàm INDEX</li>
<li>MATCH(C12,C3:E3,0): đóng vai trò là Column_num của hàm INDEX</li>
</ul>
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<p dir="ltr">Như vậy, bằng cách kết hợp hàm INDEX và MATCH, ta đã được một hàm tìm kiếm và liệt kê có điều kiện thực hiện các lệnh:</p>
<ul>
<li>Đầu tiên hàm MATCH(A13,B3:B8,0):  tìm vị trí (thứ tự) của giá trị “Trứng Gà” trong dãy các giá trị từ B3 đến B8. Kết quả là 3, sau đó gán kết quả này cho Row_num của hàm INDEX.</li>
<li>Tiếp theo hàm MATCH(C12,C3:E3,0): tìm vị trí( thứ tự) của giá trị “THÁNG 1” trong dãy các giá trị từ C3 đến E3. Kết quả là 1, sau đó gán kết quả này cho Column_num của hàm INDEX.</li>
<li>Cuối cùng hàm INDEX(C3:E8,MATCH(A13,B3:B8,0),MATCH(C12,C3:E3,0)) sẽ lấy giá trị là giao của Row_num=3 và Column_num=1 trong bảng B3:E8.</li>
<li>Kết quả cuối cùng ta được giá trị của ô ở hàng thứ 3, cột 1 trong bảng B3:E8 là 70</li>
</ul>
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		<title>Hàm choose trong excel là gì? Cách sử dụng và ứng dụng thực tế</title>
		<link>https://maihoangphotocopy.com/ham-choose-trong-excel-la-gi/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Sat, 26 Jun 2021 08:06:17 +0000</pubDate>
				<category><![CDATA[Dịch Vụ]]></category>
		<category><![CDATA[Công thức và Hàm Excel căn bản]]></category>
		<category><![CDATA[Microsoft Excel]]></category>
		<category><![CDATA[tin học văn phòng]]></category>
		<guid isPermaLink="false">https://maihoangphotocopy.com/?p=9139</guid>

					<description><![CDATA[Hàm Choose trong Excel được phân loại và sử dụng làm hàm tra cứu và tham chiếu. Hàm này trả về giá trị từ một mảng, chuỗi giá trị tương ứng. Nếu chưa biết cách sử dụng hàm Choose trong Excel Công thức hàm Choose trong Excel Hàm Choose trong Excel có công thức, cú pháp như dạng [...]]]></description>
										<content:encoded><![CDATA[<p><strong>Hàm Choose trong Excel</strong> được phân loại và sử dụng làm hàm tra cứu và tham chiếu. Hàm này trả về giá trị từ một mảng, chuỗi giá trị tương ứng. Nếu chưa biết cách sử dụng <strong>hàm Choose trong Excel</strong></p>
<h3><span id="Cong_thuc_ham_Choose_trong_Excel"><strong>Công thức hàm Choose trong Excel</strong></span></h3>
<p><strong>Hàm Choose trong Excel</strong> có công thức, cú pháp như dạng dưới đây:</p>
<blockquote><p><strong>=CHOOSE(index_num, value1, [value2], …)</strong></p></blockquote>
<p>Trong đó:</p>
<p><strong>– Index_num</strong> (tham số bắt buộc): là chỉ số mà bạn chỉ định chọn giá trị trả về trong chuỗi giá trị được chọn. Tham số này phải là số nguyên trong khoảng từ 1 đến 254, hoặc công thức hoặc tham chiếu đến ô chứa một giá trị trong khoảng từ 1 – 254.</p>
<p><strong>– Value1, Value2</strong>: trong đó Value 1 là tham số bắt buộc và Value 2 là tùy chọn, có thể có hoặc không. Các tham số này là giá trị hoặc tham chiếu đến giá trị đầu tiên trong chuỗi giá trị của hàm Choose.</p>
<h3><span id="Mot_so_luu_y_quan_trong"><strong>Một số lưu ý quan trọng:</strong></span></h3>
<ul>
<li>Nếu giá trị tham số index_num là 1, hàm Choose sẽ trả về giá trị mà 1, tương tự, nếu index_num là 2 thì hàm sẽ trả về giá trị là 2, và cứ thế tiếp tục.</li>
<li>Các tham sốValue 1, Value 2 phải được nhập dưới dạng các giá trị riêng lẻ (hoặc tham chiếu đến các ô riêng lẻ chứa giá trị).</li>
<li>Nếu giá trị tham số index_num là phân số, hàm choose sẽ lấy giá trị là số nguyên thấp nhất trước khi sử dụng.</li>
<li>Nếu giá trị tham số index_num là một mảng, mọi giá trị được đánh giá khi hàm Choose được đánh giá.</li>
<li>Các tham số có thể là tham chiếu phạm vi hoặc các giá trị đơn lẻ.</li>
<li>Hàm Choose có sẵn trên các phiên bản Excel cho Office 365, Excel 2019, Excel 2016, Excel 2013, Excel 2011 cho Mac, Excel 2010, Excel 2007, Excel 2003, Excel XP, Excel 2000.</li>
</ul>
<h3><span id="Cach_su_dung_ham_Choose_trong_Excel"><strong>Cách sử dụng ham Choose trong Excel</strong></span></h3>
<p>Để dễ hình dung cách sử dụng <strong>hàm Choose trong Excel</strong> như thế nào, bạn đọc cùng tham khảo một số ví dụ dưới đây của Ben Computer:</p>
<h4><strong>Ví dụ 1</strong></h4>
<p>Giả sử chúng ta có bảng dữ liệu như dưới đây:</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9140" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-ham-Choose-trong-Excel.jpg" alt="" width="632" height="319" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-ham-Choose-trong-Excel.jpg 632w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-ham-Choose-trong-Excel-510x257.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-ham-Choose-trong-Excel-600x303.jpg 600w" sizes="auto, (max-width: 632px) 100vw, 632px" /></p>
<p>Yêu cầu đặt ra ở đây là tính toán các quý tài chính theo những tháng được đưa ra trong bảng dữ liệu không phải là tháng 1.</p>
<p>Chúng ta sẽ sử dụng công thức hàm Excel có dạng như sau:</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9141" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-ham-Choose-trong-Excel-2.jpg" alt="" width="632" height="225" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-ham-Choose-trong-Excel-2.jpg 632w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-ham-Choose-trong-Excel-2-510x182.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-ham-Choose-trong-Excel-2-600x214.jpg 600w" sizes="auto, (max-width: 632px) 100vw, 632px" /></p>
<p>Kết quả trả về có dạng như dưới đây:</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9142" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-ham-Choose-trong-Excel-3.jpg" alt="" width="632" height="303" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-ham-Choose-trong-Excel-3.jpg 632w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-ham-Choose-trong-Excel-3-510x245.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-ham-Choose-trong-Excel-3-600x288.jpg 600w" sizes="auto, (max-width: 632px) 100vw, 632px" /></p>
<h4><strong>Ví dụ 2</strong></h4>
<p>Trong ví dụ này, giả sử chúng ta có 6 điểm dữ liệu bao gồm: 2, 3, 10, 24, 8, 11. Yêu cầu đưa ra là chọn phần tử thứ 4, vì vậy công thức hàm Choose có dạng như sau: CHOOSE(4,2,3,10,24,8,11).</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9143" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-ham-Choose-trong-Excel-4.jpg" alt="" width="632" height="320" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-ham-Choose-trong-Excel-4.jpg 632w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-ham-Choose-trong-Excel-4-510x258.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-ham-Choose-trong-Excel-4-600x304.jpg 600w" sizes="auto, (max-width: 632px) 100vw, 632px" /></p>
<p>Kết quả đầu ra trả về có giá trị là 3.</p>
<h3><span id="Mot_so_luu_y_khi_su_dung_ham_Choose_Excel"><strong>Một số lưu ý khi sử dụng hàm Choose Excel</strong></span></h3>
<p>1. Hàm Choose trả về kết quả là lỗi Value! khi:</p>
<ul>
<li>Tham số index_num đã cho nhỏ hơn 1 hoặc lớn hơn giá trị đã cho.</li>
<li>Hoặc tham số index_num đã cho không phải là giá trị số.</li>
</ul>
<p><strong>2. Hàm Choose trả về kết quả là lỗi Name? khi:</strong> các tham số là văn bản không được đặt trong dấu ngoặc kép và không phải tham chiếu ô hợp lệ.</p>
<p><strong>3. Giá trị tham số index_value nằm trong khoảng từ 1 đến 254.</strong></p>
<p><strong>4. Giá trị tham số index_value tương ứng với giá trị số, nếu không hàm Choose sẽ trả về lỗi.</strong></p>
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<h3 class="wp_rp_content"><span id="Lien_he_dich_vu_chung_toi_tai_day"><strong>Liên hệ dịch vụ chúng tôi tại đây:</strong></span></h3>
</div>
</div>
<p>Mai Hoàng cung cấp<strong> <a href="https://maihoangphotocopy.com/cho-thue-may-in/">Dịch Vụ Cho Thuê Máy in Mfp</a></strong> Ở Đâu Giá Rẻ Uy Tín Chuyên Nghiệp ? và <strong><a href="https://maihoangphotocopy.com/cho-thue-may-photocopy-gia-re-tai-tphcm/">Dịch Vụ Cho Thuê Máy Photocopy</a></strong>: Photo – Copy – In – Scan Khổ Giấy (A3, A4, A5) Máy Photocopy Đời Mới Nhất !</p>
<p><strong>CÔNG TY CỔ PHẦN THIẾT BỊ VĂN PHÒNG MAI HOÀNG<br />
</strong><strong>Nhà Phân Phối Các Sản Phẩm Máy Photocopy – Máy In Đa Năng Mpf (Copy – In – Scan)<br />
</strong>Hotline: 079 4481 888 – 079 4481  888 –  ZALO 079 4481  888<br />
Email: <a href="mailto:mayvanphongmaihoang@gmail.com">mayvanphongmaihoang@gmail.com</a> – <a href="mailto:Info@maihoangphotocopy.com">Info@maihoangphotocopy.com</a><br />
Website: <a href="https://maihoangphotocopy.com/">https://maihoangphotocopy.com</a></p>
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		<title>Hàm Today và hàm Now trong excel và ứng dụng hàm</title>
		<link>https://maihoangphotocopy.com/ham-today-va-ham-now-trong-excel-cach-dung-cach-phan-biet/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Sat, 26 Jun 2021 02:48:40 +0000</pubDate>
				<category><![CDATA[Dịch Vụ]]></category>
		<category><![CDATA[Công thức và Hàm Excel căn bản]]></category>
		<category><![CDATA[Microsoft Excel]]></category>
		<category><![CDATA[tin học văn phòng]]></category>
		<guid isPermaLink="false">https://maihoangphotocopy.com/?p=9134</guid>

					<description><![CDATA[1. HÀM NOW TRONG EXCEL Định nghĩa: Now là hàm trả về ngày hiện tại trong excel. Kết quả trả vềgồm cả giờ, phút, giây. Cú pháp: =Now() Ví dụ: Bạn nhập công thức =Now() vào ô bất kỳ trong excel rồi nhấn enter. Bạn sẽ nhận được kết quả là ngày hiện tại Lưu [...]]]></description>
										<content:encoded><![CDATA[<h3>1. HÀM NOW TRONG EXCEL</h3>
<ul>
<li><strong>Định nghĩa</strong>: Now là hàm trả về ngày hiện tại trong excel. Kết quả trả vềgồm cả giờ, phút, giây.</li>
<li><strong>Cú pháp</strong>: =Now()</li>
<li><strong>Ví dụ</strong>: Bạn nhập công thức =Now() vào ô bất kỳ trong excel rồi nhấn enter. Bạn sẽ nhận được kết quả là ngày hiện tại</li>
</ul>
<p><strong>Lưu ý rằng:</strong> Bạn chờ thêm 1 vài phút trôi qua và thao tác nhập dữ liệu ở ô bất kỳ thì kết quả ở ô bạn nhập ngayf tháng cũng thay đổi theo. Cụ thể là số phút tăng lên tương ứng.</p>
<p>Hoặc nếu tắt đi và ngày mai mở lên thì giá trị của ô đó sẽ đổi thành ngày mới thay vì ngày hôm qua (lúc ta nhập công thức)</p>
<h3>2. HÀM TODAY TRONG EXCEL</h3>
<ul>
<li><strong>Định nghĩa</strong>: Today là hàm trả về ngày hiện tại trong excel. Kết quả trả KHÔNG gồm giờ, phút, giây.</li>
<li><strong>Cú pháp</strong>: =Today()</li>
<li><strong>Ví dụ</strong>: Bạn nhập công thức =Today() vào ô bất kỳ trong excel rồi nhấn enter. Bạn sẽ nhận được kết quả là ngày hiện tại</li>
</ul>
<p>Lưu ý: Giống như hàm Now, hàm này tự động tính toán lại mỗi khi bật lại file và thời gian trên máy tính thay đổi.</p>
<h3>3. TỔNG KẾT VỀ HÀM NOW VÀ HÀM TODAY</h3>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9135" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/ham-today-va-ham-now-trong-excel.png" alt="" width="297" height="100" /></p>
<h3>3.1. So sánh giữa Now và Today</h3>
<ul>
<li>Giống nhau: Đều là hàm lấy tự động ngày tháng của máy tính để điền vào ô Excel mà công thức được viết</li>
<li>Khác nhau: Now thì lấy cả giờ phút giây, còn Today thì không.</li>
</ul>
<p>Các bạn phải nắm được sự khác nhau để về sau còn viết công thức cho đúng.</p>
<p>Bởi lẽ, trên thực tế ở nhiều phần mềm thì ngày tháng gồm cả giờ phút giây.</p>
<p>Nếu các bạn thống kê (Ví dụ dùng <strong>Sumif để tính tổng của 1 tháng</strong>) mà không biết tới điều ngày sẽ bị thiếu ngày cuối cùng của tháng đó.</p>
<h3>3.2. Phím tắt để chèn ngày, giờ hiện tại trong excel</h3>
<ul>
<li>Phím tắt chèn ngày trong excel: Ctrl + ;</li>
<li>Chèn giờ, phút thì dùng phím tắt: Ctrl + Shift + ;</li>
<li>Để chèn cả ngày và giờ phút thì bạn phải nhấn cả 2 tổ hợp phím trên theo trình tự: (1) Ctrl + ; (2) nhấn dấu cách (3) Ctrl + Shift + ;</li>
</ul>
<h3>3.3. Ứng dụng của hàm Now và hàm Today trong THỰC TẾ</h3>
<p>Có rất nhiều ứng của 2 hàm này trong excel, nhưng trong phạm vi bài này Trường nêu ra 2 trường hợp phổ biến:</p>
<ul>
<li><strong>Xác định số ngày tính từ ngày quá khứ tới hiện tại ví dụ tính tuổi.</strong></li>
</ul>
<p>Ví dụ:</p>
<p>Tôi sinh ngày 20/10/1950</p>
<p>Tính tới hôm nay tôi bao nhiêu tuổi, dùng hàm như sau:</p>
<p>= Year(today()) – 1950</p>
<p>Hoặc = Year(now()) – Year(“1950/10/20”)</p>
<ul>
<li>
<h4><strong>Xác định số ngày hết hạn</strong></h4>
</li>
</ul>
<p>Cái này được ứng dụng nhiều hơn rất nhiều.</p>
<p>Ví dụ:</p>
<p>Khi quản lý các khoản thanh toán, ta biết được thời hạn cần thanh toán cụ thể của từng món.</p>
<p>Để hoạt động kinh doanh diễn ra trôi chảy thì phải kiểm soát hàng ngày thời gian còn phải thanh toán/ phải thu tiền hàng.</p>
<p>Bạn dùng hàm TODAY/ hàm NOW để tính toán trong cột số ngày đến hạn thanh toán 1 lần duy nhất.</p>
<ul>
<li><strong>Ngoài ra, còn có nhiều trường hợp vận dụng trong thực tế khác.</strong></li>
</ul>
<p>Mỗi khi bạn mở file lên thì Excel đều thể hiện cho bạn số ngày còn lại mới nhất và chính xác hoàn toàn, Bạn không phải mất công ngồi tính tay lại nữa.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9136" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/cach-van-dung-ham-today-va-ham-now-trong-thuc-te-cong-viec.png" alt="" width="402" height="205" /></p>
<div class="page-label">
<div id="wp_rp_first" class="wp_rp_wrap wp_rp_twocolumns">
<h3 class="wp_rp_content"><span id="Lien_he_dich_vu_chung_toi_tai_day"><strong>Liên hệ dịch vụ chúng tôi tại đây:</strong></span></h3>
</div>
</div>
<p>Mai Hoàng cung cấp<strong> <a href="https://maihoangphotocopy.com/cho-thue-may-in/">Dịch Vụ Cho Thuê Máy in Mfp</a></strong> Ở Đâu Giá Rẻ Uy Tín Chuyên Nghiệp ? và <strong><a href="https://maihoangphotocopy.com/cho-thue-may-photocopy-gia-re-tai-tphcm/">Dịch Vụ Cho Thuê Máy Photocopy</a></strong>: Photo – Copy – In – Scan Khổ Giấy (A3, A4, A5) Máy Photocopy Đời Mới Nhất !</p>
<p><strong>CÔNG TY CỔ PHẦN THIẾT BỊ VĂN PHÒNG MAI HOÀNG<br />
</strong><strong>Nhà Phân Phối Các Sản Phẩm Máy Photocopy – Máy In Đa Năng Mpf (Copy – In – Scan)<br />
</strong>Hotline: 079 4481 888 – 079 4481  888 –  ZALO 079 4481  888<br />
Email: <a href="mailto:mayvanphongmaihoang@gmail.com">mayvanphongmaihoang@gmail.com</a> – <a href="mailto:Info@maihoangphotocopy.com">Info@maihoangphotocopy.com</a><br />
Website: <a href="https://maihoangphotocopy.com/">https://maihoangphotocopy.com</a></p>
<p>&nbsp;</p>
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		<title>Hàm NETWORKDAYS Hàm tính số lượng ngày làm việc</title>
		<link>https://maihoangphotocopy.com/ham-networkdays/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Sat, 26 Jun 2021 02:40:28 +0000</pubDate>
				<category><![CDATA[Dịch Vụ]]></category>
		<category><![CDATA[Công thức và Hàm Excel căn bản]]></category>
		<category><![CDATA[Microsoft Excel]]></category>
		<category><![CDATA[tin học văn phòng]]></category>
		<guid isPermaLink="false">https://maihoangphotocopy.com/?p=9129</guid>

					<description><![CDATA[Hàm NETWORKDAYS: Hàm tính số lượng ngày làm việc – Công dụng Hàm NETWORKDAYS: Thay vì dùng cách thủ công như đếm tay để tính số ngày làm việc. Excel hỗ trợ cho bạn một hàm NETWORKDAYS tính số lượng ngày làm việc toàn thời gian giữa hai ngày một cách chính xác, nhanh gọn. – Cú Pháp: =NETWORKDAYS(START_DATE,END_DATE,[HOLIDAYS]) – [...]]]></description>
										<content:encoded><![CDATA[<h1><strong>Hàm NETWORKDAYS: Hàm tính số lượng ngày làm việc</strong></h1>
<p><strong>– Công dụng Hàm NETWORKDAYS:</strong> Thay vì dùng cách thủ công như đếm tay để tính số ngày làm việc. Excel hỗ trợ cho bạn một <strong>hàm NETWORKDAYS</strong> tính số lượng ngày làm việc toàn thời gian giữa hai ngày một cách chính xác, nhanh gọn.</p>
<p><strong>– Cú Pháp:</strong> =NETWORKDAYS(START_DATE,END_DATE,[HOLIDAYS])</p>
<p><strong>– Chức Năng:</strong> Trả về số lượng ngày làm việc trừ những ngày lễ và ngày cuối tuần bắt đầu từ ngày start_date và kết thúc bằng ngày end_date.</p>
<p><strong>Ví dụ</strong>: Ta có một bảng chấm công nhân viên, bao gồm cả số ngày nghỉ như sau:</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9130" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Hàm-tính-số-lượng-ngày-làm-việc.jpg" alt="" width="500" height="136" /></p>
<p>– Sử dụng hàm networkdays tính số ngày làm việc với ngày bắt đầu là 23-01-2013, ngày kết thúc là 18-02-2013. Công thức là =NETWORKDAYS(B3,C3).</p>
<h3><strong>Tính số ngày làm việc trong excel – hàm Networkdays</strong></h3>
<p><strong>Hàm Networkdays – hàm tính số ngày làm việc trong excel</strong>. Trong thực tế, nhiều khi ta cần tìm số ngày làm việc trong một khoảng thời gian nhất định: trong tháng, trong năm,…. Nếu chúng ta ngồi đếm từng ngày một trong danh sách ngày thì sẽ vô cùng mất thời gian và độ chính xác có thể không được 100%.</p>
<p><strong>1. Định nghĩa hàm Networkdays – Hàm tính số ngày làm việc trong excel</strong></p>
<p>Hàm Networkdays là hàm excel giúp tính số ngày làm việc trong excel không tính thứ 7 và chủ nhật trong một khoảng thời gian cho trước.</p>
<p>Có thể loại trừ số ngày nghỉ lễ nếu muốn.</p>
<h3><strong>2. Cú pháp hàm Networkdays – Hàm tính số ngày làm việc trong excel</strong></h3>
<p>Cú pháp bằng tiếng anh:</p>
<p>= Networkdays (Start_date, End_date, [Holidays])</p>
<p>Cú pháp bằng tiếng việt:</p>
<p>= Networkdays (Ngày bắt đầu, Ngày kết thúc, Số ngày nghỉ lễ)</p>
<p>Start_date và End_date có thể là:</p>
<ul>
<li>Ngày được người dùng đánh trực tiếp</li>
<li>Số dương</li>
<li>Địa chỉ ô chứa ngày bắt đầu và ngày kết thúc</li>
</ul>
<p>Số ngày nghỉ lễ: là một hoặc một số ngày bất kỳ (khác ngày thứ 7 và chủ nhật) trong khoảng giữa 2 ngày bắt đầu và ngày kết thúc mà bạn cho đó là ngày lễ. Bạn có thể nhập trực tiếp các ngày đó vào hoặc là địa chỉ ô.</p>
<p>Lưu ý: Số ngày lễ được để trong dấu ngoặc vuông thì có thể có hoặc không điền yếu tố này vào công thức thì công thức vẫn hoạt động bình thường. Khi đó excel mặc định hiểu là trong khoảng thời gian đó không có ngày lễ nào.</p>
<h3><strong>3. Ví dụ hàm Networkdays – Hàm tính số ngày làm việc trong excel</strong></h3>
<p>– Hàm tính số ngày làm việc trong excel khi đánh trực tiếp ngày vào công thức</p>
<p>=NETWORKDAYS(“22/04/2015″,”03/05/2015”,{“30/04/2015″,”01/05/2015”}) =&gt; Kết quả trả về là 6</p>
<p>=NETWORKDAYS(“22/04/2015″,”03/05/2015”) =&gt; Kết quả trả về là 8</p>
<p>– Hàm tính số ngày làm việc trong excel khi nhập địa chỉ ô</p>
<p>Các bạn tham khảo hình dưới đây để hiểu rõ hơn về hàm Networkdays khi tính số ngày từ địa chỉ tham chiếu:</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9131" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/tinh-so-ngay-lam-viec-trong-excel.png" alt="" width="665" height="242" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/tinh-so-ngay-lam-viec-trong-excel.png 665w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/tinh-so-ngay-lam-viec-trong-excel-510x186.png 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/tinh-so-ngay-lam-viec-trong-excel-600x218.png 600w" sizes="auto, (max-width: 665px) 100vw, 665px" /></p>
<div class="page-label">
<div id="wp_rp_first" class="wp_rp_wrap wp_rp_twocolumns">
<h3 class="wp_rp_content"><span id="Lien_he_dich_vu_chung_toi_tai_day"><strong>Liên hệ dịch vụ chúng tôi tại đây:</strong></span></h3>
</div>
</div>
<p>Mai Hoàng cung cấp<strong> <a href="https://maihoangphotocopy.com/cho-thue-may-in/">Dịch Vụ Cho Thuê Máy in Mfp</a></strong> Ở Đâu Giá Rẻ Uy Tín Chuyên Nghiệp ? và <strong><a href="https://maihoangphotocopy.com/cho-thue-may-photocopy-gia-re-tai-tphcm/">Dịch Vụ Cho Thuê Máy Photocopy</a></strong>: Photo – Copy – In – Scan Khổ Giấy (A3, A4, A5) Máy Photocopy Đời Mới Nhất !</p>
<p><strong>CÔNG TY CỔ PHẦN THIẾT BỊ VĂN PHÒNG MAI HOÀNG<br />
</strong><strong>Nhà Phân Phối Các Sản Phẩm Máy Photocopy – Máy In Đa Năng Mpf (Copy – In – Scan)<br />
</strong>Hotline: 079 4481 888 – 079 4481  888 –  ZALO 079 4481  888<br />
Email: <a href="mailto:mayvanphongmaihoang@gmail.com">mayvanphongmaihoang@gmail.com</a> – <a href="mailto:Info@maihoangphotocopy.com">Info@maihoangphotocopy.com</a><br />
Website: <a href="https://maihoangphotocopy.com/">https://maihoangphotocopy.com</a></p>
<p>&nbsp;</p>
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		<title>Hàm DAYS trong Excel và Chức Năng</title>
		<link>https://maihoangphotocopy.com/excel-days-chuc-nang/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 25 Jun 2021 06:51:44 +0000</pubDate>
				<category><![CDATA[Dịch Vụ]]></category>
		<category><![CDATA[Công thức và Hàm Excel căn bản]]></category>
		<category><![CDATA[Microsoft Excel]]></category>
		<category><![CDATA[tin học văn phòng]]></category>
		<guid isPermaLink="false">https://maihoangphotocopy.com/?p=9106</guid>

					<description><![CDATA[Hàm DAYS trong Microsoft Excel trả về số ngày giữa hai ngày. Công thức cho DAYS (end_date, start_date). Hàm DAYS360 trả về số ngày giữa hai ngày tập trung vào một năm 360 ngày (mười hai tháng 30 ngày), được sử dụng trong một số tính toán kế toán. Công thức cho hàm DAYS360 là [...]]]></description>
										<content:encoded><![CDATA[<p>Hàm DAYS trong Microsoft Excel trả về số ngày giữa hai ngày. Công thức cho DAYS (end_date, start_date). Hàm DAYS360 trả về số ngày giữa hai ngày tập trung vào một năm 360 ngày (mười hai tháng 30 ngày), được sử dụng trong một số tính toán kế toán. Công thức cho hàm DAYS360 là DAYS360(start_date, end_date, [method]).</p>
<div>Hai phương pháp là Phương pháp Mỹ và Phương pháp Châu Âu. Các Phương pháp Mỹ được sử dụng nếu ngày bắt đầu là ngày cuối cùng của tháng, ngày đầu tiên trở thành ngày thứ ba mươi của cùng tháng. Ngày bắt đầu và ngày kết thúc theo phương pháp Châu Âu xảy ra vào ngày 31 của tháng trở thành ngày thứ ba mươi của cùng một ngày.</div>
<div>
<h3 id="Cú_pháp_của_Days_và_Days360_trong_Excel">Cú pháp của Days và Days360 trong Excel</h3>
<h4 id="Days">Days</h4>
<ul>
<li><b>End_date</b>: Ngày kết thúc.</li>
<li><b>Start_date</b>: Ngày bắt đầu.</li>
</ul>
<h4 id="Days360">Days360</h4>
<ul>
<li><b>End_date, start_date</b>: Hai ngày mà bạn muốn biết số ngày. Nếu start_date xảy ra sau ngày kết thúc, hàm DAYS360 trả về một số âm (Bắt buộc).</li>
<li><b>Method</b>: Giá trị lôgic xác định sử dụng phương pháp Hoa Kỳ hoặc Phương pháp Châu Âu. Phương pháp Mỹ là FALSE Phương pháp Châu Âu là true (Tùy chọn).</li>
</ul>
<h3 id="Cách_sử_dụng_hàm_DAYS_trong_Excel">Cách sử dụng hàm DAYS trong Excel</h3>
<p>Trong hướng dẫn này, chúng ta sẽ tìm số ngày giữa các ngày trong tháng.</p>
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<div><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9107" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel.jpg" alt="" width="700" height="415" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel.jpg 700w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-510x302.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-600x356.jpg 600w" sizes="auto, (max-width: 700px) 100vw, 700px" /></div>
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<ul>
<li>Bấm vào ô mà bạn muốn xem kết quả, sau đó nhập =DAYS (A3, B3).</li>
</ul>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9108" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-2.jpg" alt="" width="700" height="415" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-2.jpg 700w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-2-510x302.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-2-600x356.jpg 600w" sizes="auto, (max-width: 700px) 100vw, 700px" /></p>
<ul>
<li>Đặt con trỏ ở cuối ô. Bạn sẽ thấy một biểu tượng dấu cộng, kéo nó xuống. Bạn sẽ thấy các kết quả khác trong ô khác.</li>
<li>Hai tùy chọn khác của họ mà bạn có thể đặt hàm DAYS vào ô.</li>
</ul>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9109" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-3.jpg" alt="" width="700" height="415" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-3.jpg 700w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-3-510x302.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-3-600x356.jpg 600w" sizes="auto, (max-width: 700px) 100vw, 700px" /></p>
<p>Tùy chọn số một là nhấp vào fx; một hộp thoại <b>Insert Function </b>sẽ xuất hiện.<br />
Trong hộp thoại<b> Insert Function</b>, bạn có thể chọn loại hàm bạn muốn. Chọn danh mục <b>Date and Time</b>.<br />
Trong danh sách Chọn một chức năng, hãy chọn <b>DAYS</b>.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9110" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-4.jpg" alt="" width="700" height="415" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-4.jpg 700w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-4-510x302.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-4-600x356.jpg 600w" sizes="auto, (max-width: 700px) 100vw, 700px" /></p>
<ul>
<li>Một <b>Function Arguments</b> hộp thoại sẽ xuất hiện. Trong hộp thoại, nơi bạn thấy <b>end_date</b>, hãy nhập <b>A3 </b>hoặc nhấp vào ô <b>A3</b>, nó sẽ xuất hiện trong hộp nhập.</li>
<li>Tại <b>Start_date</b>, nhập <b>B3 </b>hoặc nhấp vào ô <b>B3</b>, ô này sẽ tự động xuất hiện trong hộp nhập.</li>
<li>Bây giờ, bấm <b>OK </b>bạn sẽ thấy kết quả của mình.</li>
<li>Nhấp vào cạnh dưới cùng và kéo để xem các kết quả khác.</li>
</ul>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9111" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-5.jpg" alt="" width="700" height="415" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-5.jpg 700w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-5-510x302.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-5-600x356.jpg 600w" sizes="auto, (max-width: 700px) 100vw, 700px" /></p>
<ul>
<li>Tùy chọn hai là chuyển đến tab <b>Formulas</b>. Trong nhóm <b>Function and Library</b>, bấm <b>Date and Time</b>; chọn <b>DAYS </b>trong danh sách thả xuống của nó. Hộp thoại <b>Functions Arguments </b>sẽ xuất hiện.</li>
<li>Trong hộp thoại <b>Functions Arguments</b>, tại <b>End_date</b>, nhập <b>A3 </b>hoặc bấm vào ô <b>A3</b>, ô này sẽ tự động xuất hiện trong hộp nhập.</li>
</ul>
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<ul>
<li>Tại <b>Start­_date</b>, <b>B3 </b>hoặc click vào ô <b>B3</b>, nó sẽ tự động xuất hiện trong hộp nhập.</li>
<li>Chọn <b>Ok </b>bạn sẽ thấy kết quả của mình.</li>
</ul>
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<h3 id="Cách_sử_dụng_hàm_DAYS360_trong_Excel">Cách sử dụng hàm <b>DAYS360</b> trong <b>Excel</b></h3>
<p>Trong hướng dẫn này, chúng tôi sẽ tính số ngày giữa hai ngày dựa trên khoảng thời gian 360, sử dụng phương pháp Hoa Kỳ và phương pháp Euro.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9112" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-6.jpg" alt="" width="700" height="415" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-6.jpg 700w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-6-510x302.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-6-600x356.jpg 600w" sizes="auto, (max-width: 700px) 100vw, 700px" /></p>
<ul>
<li>Bấm vào ô mà bạn muốn đặt kết quả. Gõ <b>=DAYS360</b>.</li>
<li>Bên trong dấu ngoặc, nhập <b>A3</b>, <b>B3</b>, <b>FALSE </b>cho <b>US </b>hoặc <b>A3</b>, <b>B3</b>, <b>TRUE </b>cho <b>Eur</b>, sau đó đóng dấu ngoặc. <b>FALSE </b>và <b>TRUE </b>là tùy chọn.</li>
</ul>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9113" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-7.jpg" alt="" width="700" height="415" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-7.jpg 700w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-7-510x302.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-7-600x356.jpg 600w" sizes="auto, (max-width: 700px) 100vw, 700px" /></p>
<ul>
<li>Nhấn <b>Enter</b>, bạn sẽ thấy kết quả của mình.</li>
<li>Nhấp vào cạnh dưới cùng và kéo để xem các kết quả khác.</li>
<li>Có hai tùy chọn khác mà bạn có thể đặt hàm DAYS360 vào ô.</li>
</ul>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9114" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-8.jpg" alt="" width="700" height="415" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-8.jpg 700w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-8-510x302.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-8-600x356.jpg 600w" sizes="auto, (max-width: 700px) 100vw, 700px" /></p>
<p>Tùy chọn số một là nhấp vào fx một hộp thoại<b> Insert Function</b> sẽ xuất hiện.<br />
Trong hộp thoại <b>Insert Function</b>, bạn có thể chọn loại hàm bạn muốn. Chọn danh mục <b>Date and Time</b>.</p>
<p>Trong danh sách chức năng <b>Select</b>, nhấp vào <b>DAYS360</b>.</p>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9115" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-9.jpg" alt="" width="700" height="415" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-9.jpg 700w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-9-510x302.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-9-600x356.jpg 600w" sizes="auto, (max-width: 700px) 100vw, 700px" /></p>
<p>Một <b>Functions Arguments</b> hộp thoại sẽ xuất hiện. Trong hộp thoại, nơi bạn thấy <b>Start_date</b>, gõ <b>A3 </b>hoặc bấm vào ô <b>A3</b>, nó sẽ xuất hiện trong hộp nhập.</p>
<div class="ignielMultiRelated">
<p>Hàm DAYS trong Microsoft Excel trả về số ngày giữa hai ngày. Công thức cho DAYS (end_date, start_date). Hàm DAYS360 trả về số ngày giữa hai ngày tập trung vào một năm 360 ngày (mười hai tháng 30 ngày), được sử dụng trong một số tính toán kế toán. Công thức cho hàm DAYS360 là DAYS360(start_date, end_date, [method]).</p>
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<p>Hai phương pháp là Phương pháp Mỹ và Phương pháp Châu Âu. Các Phương pháp Mỹ được sử dụng nếu ngày bắt đầu là ngày cuối cùng của tháng, ngày đầu tiên trở thành ngày thứ ba mươi của cùng tháng. Ngày bắt đầu và ngày kết thúc theo phương pháp Châu Âu xảy ra vào ngày 31 của tháng trở thành ngày thứ ba mươi của cùng một ngày.</p>
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<h3 id="Cú_pháp_của_Days_và_Days360_trong_Excel">Cú pháp của Days và Days360 trong Excel</h3>
<h4 id="Days">Days</h4>
<ul>
<li><b>End_date</b>: Ngày kết thúc.</li>
<li><b>Start_date</b>: Ngày bắt đầu.</li>
</ul>
<h4 id="Days360">Days360</h4>
<ul>
<li><b>End_date, start_date</b>: Hai ngày mà bạn muốn biết số ngày. Nếu start_date xảy ra sau ngày kết thúc, hàm DAYS360 trả về một số âm (Bắt buộc).</li>
<li><b>Method</b>: Giá trị lôgic xác định sử dụng phương pháp Hoa Kỳ hoặc Phương pháp Châu Âu. Phương pháp Mỹ là FALSE Phương pháp Châu Âu là true (Tùy chọn).</li>
</ul>
<h3 id="Cách_sử_dụng_hàm_DAYS_trong_Excel">Cách sử dụng hàm DAYS trong Excel</h3>
<p>Trong hướng dẫn này, chúng ta sẽ tìm số ngày giữa các ngày trong tháng.</p>
</div>
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<div class="separator"><img decoding="async" title="Cách sử dụng các hàm DAYS và DAYS360 trong Microsoft Excel" 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" 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<ul>
<li>Bấm vào ô mà bạn muốn xem kết quả, sau đó nhập =DAYS (A3, B3).</li>
</ul>
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" border="0" data-original-height="415" data-original-width="700" /></div>
<ul>
<li>Đặt con trỏ ở cuối ô. Bạn sẽ thấy một biểu tượng dấu cộng, kéo nó xuống. Bạn sẽ thấy các kết quả khác trong ô khác.</li>
<li>Hai tùy chọn khác của họ mà bạn có thể đặt hàm DAYS vào ô.</li>
</ul>
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" 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<p>Tùy chọn số một là nhấp vào fx; một hộp thoại <b>Insert Function </b>sẽ xuất hiện.<br />
Trong hộp thoại<b> Insert Function</b>, bạn có thể chọn loại hàm bạn muốn. Chọn danh mục <b>Date and Time</b>.</p>
<p>Trong danh sách Chọn một chức năng, hãy chọn <b>DAYS</b>.</p>
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" 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<ul>
<li>Một <b>Function Arguments</b> hộp thoại sẽ xuất hiện. Trong hộp thoại, nơi bạn thấy <b>end_date</b>, hãy nhập <b>A3 </b>hoặc nhấp vào ô <b>A3</b>, nó sẽ xuất hiện trong hộp nhập.</li>
<li>Tại <b>Start_date</b>, nhập <b>B3 </b>hoặc nhấp vào ô <b>B3</b>, ô này sẽ tự động xuất hiện trong hộp nhập.</li>
<li>Bây giờ, bấm <b>OK </b>bạn sẽ thấy kết quả của mình.</li>
<li>Nhấp vào cạnh dưới cùng và kéo để xem các kết quả khác.</li>
</ul>
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" border="0" data-original-height="415" data-original-width="700" /></div>
<div>
<ul>
<li style="list-style-type: none;">
<ul>
<li>Tùy chọn hai là chuyển đến tab <b>Formulas</b>. Trong nhóm <b>Function and Library</b>, bấm <b>Date and Time</b>; chọn <b>DAYS </b>trong danh sách thả xuống của nó. Hộp thoại <b>Functions Arguments </b>sẽ xuất hiện.</li>
<li>Trong hộp thoại <b>Functions Arguments</b>, tại <b>End_date</b>, nhập <b>A3 </b>hoặc bấm vào ô <b>A3</b>, ô này sẽ tự động xuất hiện trong hộp nhập.</li>
</ul>
</li>
</ul>
<ul>
<li>Tại <b>Start­_date</b>, <b>B3 </b>hoặc click vào ô <b>B3</b>, nó sẽ tự động xuất hiện trong hộp nhập.</li>
<li>Chọn <b>Ok </b>bạn sẽ thấy kết quả của mình.</li>
</ul>
</div>
<h3 id="Cách_sử_dụng_hàm_DAYS360_trong_Excel">Cách sử dụng hàm <b>DAYS360</b> trong <b>Excel</b></h3>
<p>Trong hướng dẫn này, chúng tôi sẽ tính số ngày giữa hai ngày dựa trên khoảng thời gian 360, sử dụng phương pháp Hoa Kỳ và phương pháp Euro.</p>
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" 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<ul>
<li>Bấm vào ô mà bạn muốn đặt kết quả. Gõ <b>=DAYS360</b>.</li>
<li>Bên trong dấu ngoặc, nhập <b>A3</b>, <b>B3</b>, <b>FALSE </b>cho <b>US </b>hoặc <b>A3</b>, <b>B3</b>, <b>TRUE </b>cho <b>Eur</b>, sau đó đóng dấu ngoặc. <b>FALSE </b>và <b>TRUE </b>là tùy chọn.</li>
</ul>
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" border="0" data-original-height="415" data-original-width="700" /></div>
<ul>
<li>Nhấn <b>Enter</b>, bạn sẽ thấy kết quả của mình.</li>
<li>Nhấp vào cạnh dưới cùng và kéo để xem các kết quả khác.</li>
<li>Có hai tùy chọn khác mà bạn có thể đặt hàm DAYS360 vào ô.</li>
</ul>
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" border="0" data-original-height="415" data-original-width="700" /></div>
<p>Tùy chọn số một là nhấp vào fx một hộp thoại<b> Insert Function</b> sẽ xuất hiện.<br />
Trong hộp thoại <b>Insert Function</b>, bạn có thể chọn loại hàm bạn muốn. Chọn danh mục <b>Date and Time</b>.</p>
<p>Trong danh sách chức năng <b>Select</b>, nhấp vào <b>DAYS360</b>.</p>
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" border="0" data-original-height="415" data-original-width="700" /></div>
<p>Một <b>Functions Arguments</b> hộp thoại sẽ xuất hiện. Trong hộp thoại, nơi bạn thấy <b>Start_date</b>, gõ <b>A3 </b>hoặc bấm vào ô <b>A3</b>, nó sẽ xuất hiện trong hộp nhập.</p>
<div class="google-auto-placed ap_container"></div>
<p>Tại <b>End_date</b>, gõ <b>B3 </b>hoặc nhấp vào ô <b>B3</b>, ô này sẽ tự động xuất hiện trong hộp nhập.<br />
Bây giờ, bấm <b>Ok </b>bạn sẽ thấy kết quả của mình.<br />
Nhấp vào cạnh dưới cùng và kéo để xem các kết quả khác.</p>
</div>
<div><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9116" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-10.jpg" alt="" width="700" height="415" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-10.jpg 700w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-10-510x302.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-10-600x356.jpg 600w" sizes="auto, (max-width: 700px) 100vw, 700px" /></div>
<div>
<ul>
<li>Tùy chọn hai là đi tới <b>Formulas</b>. Trong <b>Function and Library group</b>, bấm <b>Date and Time</b>; trong danh sách thả xuống, hãy chọn <b>DAYS360</b>. Hộp thoại <b>Functions Arguments </b>sẽ xuất hiện.</li>
</ul>
<p><img loading="lazy" decoding="async" class="alignnone size-full wp-image-9117" src="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-11.jpg" alt="" width="700" height="415" srcset="https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-11.jpg 700w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-11-510x302.jpg 510w, https://maihoangphotocopy.com/wp-content/uploads/2021/06/Cách-sử-dụng-hàm-DAYS-trong-Excel-11-600x356.jpg 600w" sizes="auto, (max-width: 700px) 100vw, 700px" /></p>
<ul>
<li>Trong hộp thoại <b>Functions Arguments</b>, nơi bạn thấy<b> Start_date</b>, nhập <b>A3 </b>hoặc bấm vào ô <b>A3</b>, nó sẽ xuất hiện trong hộp nhập.</li>
<li>Tại <b>End_date</b>, gõ <b>B3 </b>hoặc nhấp vào ô <b>B3</b>, ô này sẽ tự động xuất hiện trong hộp nhập.</li>
<li>Tại <b>Method</b>, gõ <b>TRUE </b>hoặc <b>FALSE </b>vào hộp nhập.</li>
<li>Chọn <b>Ok </b>bạn sẽ thấy kết quả của mình.</li>
</ul>
</div>
<div>
<div class="page-label">
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<h3 class="wp_rp_content"><span id="Lien_he_dich_vu_chung_toi_tai_day"><strong>Liên hệ dịch vụ chúng tôi tại đây:</strong></span></h3>
</div>
</div>
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</strong>Hotline: 079 4481 888 – 079 4481  888 –  ZALO 079 4481  888<br />
Email: <a href="mailto:mayvanphongmaihoang@gmail.com">mayvanphongmaihoang@gmail.com</a> – <a href="mailto:Info@maihoangphotocopy.com">Info@maihoangphotocopy.com</a><br />
Website: <a href="https://maihoangphotocopy.com/">https://maihoangphotocopy.com</a></p>
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