excel 2010 formulas with examples pdf free download

... PM www.it-ebooks.info 1 INTRODUCTION Welcome to Excel 2010 Formulas. I approached this project with one goal in mind: To write the ultimate book about Excel 2010 formulas that would appeal to a broad ... area in which Excel s superiority is most apparent is formulas. Excel has some special tricks up its sleeve in the formulas department. As you’ll see, Excel lets you do things with formulas that ... with the extension .xlsm, a new binary format with the extension .xlsb, and all the legacy for- mats that you’re used to. Excel 2010 The current version, Excel 2010, was released in early 2010...

... Tính năng mới với Excel 2010 Với sự giới thiệu của Excel 2010, Microsoft đang đặt trọng tâm vào việc phân tích dữ liệu, hình dung xu ... kết quả. Cùng với những cải tiến chức năng hiện có trên bảng, Excel 2010 đi kèm với một vài tính năng mới. Tính năng mới của Excel 2010 Slicer – tăng cường bộ lọc cho báo cáo PivotTable giúp ... để phù hợp với một tế bào giúp chúng ta hình dung xu hướng trong các dữ liệu cơ bản. Excel 2010: Tính năng mới ...

... 7 machine, you might want to start with the SharePoint 2010 Easy Setup Script, which can be downloaded at http://bit.ly/SPSL_EasySetup. This amazing script will download and install on a Windows ... Studio 2010 ships with Silverlight 3.0 support; the Silverlight Tools add support for later versions and are required to run the examples in this book. CHAPTER 1: Getting Started with SharePoint ... 121 JavaScript API 125 Ribbon 125 Skinning 126 SharePoint 2010 Development with Silverlight x ptg999 Bob German Paul Stubbs SharePoint 2010 Development with Silverlight Upper Saddle River, NJ • Boston...

... OK. Excel 2010 8 Freeze First Column: Cố định cột đầu tiên đang nhìn thấy của danh sách Minh họa cố định các tiêu đề Để bỏ cố định thì vào View Window Freeze Panes Unfreeze ... dụng thanh Zoom Excel 2010 bố trí thanh công cụ Zoom dùng để phóng to thu nhỏ khung làm việc của bảng tính. Thanh zoom nằm ngay ở góc dưới bên phải màn hình và có thể giúp Excel 2010 6 ... Window bạn chọn nhóm Formulas Formula Auditing Watch Window, sau đó chọn ô cần theo dõi và nhấn vào nút Add Watch trên cửa sồ Watch Window. Cửa sổ Watch Window Excel 2010 1 Thao...

... sắp xếp • Kích OK Excel 2010 1 Bảng và định dạng bảng (table) Excel thiết lập sẵn rất nhiều biểu mẫu định dạng bảng và còn hỗ trợ tạo thêm các biểu mẫu mới. Excel chỉ cho phép xóa ... nhấp phải chuột lên biểu mẫu và chọn Delete. Excel 2010 8 • Để không áp dụng bộ lọc, kích nút Sort & Filter • Kích Clear Excel 2010 7 Lọc dữ liệu Bộ lọc cho phép ... mục Find What và từ thay thế trong mục Replace with (nếu bạn chọn Replace ở bước trên). • Kích nút Options để tìm thêm các tùy chọn Excel 2010 4 2.3 Tìm và thay thế dữ liệu Để...

... đối số tùy chọn Trong Excel 2010 có các hàm chính như sau: Excel 2010 7 Chèn tên vùng vào công thức Một trong những cách dễ dàng nhất để sử dụng hàm trong Excel là sử dụng thư viện ... gì? Công thức trong Excel được nhận dạng là do nó bắt đầu là dấu = và sau đó là sự kết hợp của các toán tử, các trị số, các địa chỉ tham chiếu và các hàm. Ví dụ: Excel 2010 5  Hàm ... cách nhanh chóng và khi cần tìm hiểu về hàm này bạn chỉ cần nhấn vào Help on this function. Excel 2010 2 Ví dụ về công thức Các toán tử trong công thức Toán tử Chức năng Ví dụ Kết...

... file format is compatible with Excel 97, Excel 2000, Excel XP, and Excel 2003. For the Mac, the Excel 97-2003 Workbook file format is compatible with Excel 98, Excel 2001, and Office 2004. ... use earlier Excel versions, those programs cannot read documents in the standard format used by Excel 2010 and Excel 2007. Make a Workbook Compatible with Earlier Versions of Excel 15_577639-ch13.indd ... PM 229 Collaborating with Other People CHAPTER 13 88 77 Can people using Excel 2007 open my Office documents? Yes. The file format used by both Excel 2010 and Excel 2007 is the same. If you only work with...

... 145 transposing with columns, 62–63 S Save button on Quick Access Toolbar, 12 saving Excel data as Web page, 226–227 workbook in Excel 2010 format, 152 in format compatible with earlier Excel version, ... data comparison with Excel table, 180 creating for use with formula, 180–181 defined, 180 displaying in chart, 194 table, Excel adding record to, 179 assigning name to table data, 69 comparison with data ... 127 replacing worksheet text, 158–159 saving data as Web page, 226–227 in Excel 2010 format, 152 in format compatible with earlier Excel version, 228–229 text label adding to chart, 191 creating range...

... the database with the COMMIT command. 2. Undo your changes with the ROLLBACK command. Chap15.fm Page 317 Thursday, July 29, 2004 10:11 PM Please purchase PDF Split-Merge on www.verypdf.com to ... 10:10 PM Please purchase PDF Split-Merge on www.verypdf.com to remove this watermark. 308 14.2 Regular Expressions with three words returns the middle word; a string with four words returns the ... 2004 10:10 PM Please purchase PDF Split-Merge on www.verypdf.com to remove this watermark. 288 13.1 Composite Queries Figure 13.2 Removing Duplicates with UNION. Figure 13.3 INTERSECT Returns...

... 2004 10:17 PM Please purchase PDF Split-Merge on www.verypdf.com to remove this watermark. Index 635 Index See also Constraints FOR loop, 560, 561–63 defined, 560 examples, 561–63 nested, 562 statement ... menu on my Web site at the following URL, along with many other goodies, including my resume: www.oracledbaexpert.com/oracle/ OracleSQLJumpstartWithExamples/index.html www.oracledbaexpert.com/resume/resume.doc ... IS, 459 syntax, 459 use of, 459 WITH ROWID, 459 See also Constraints index.fm Page 644 Thursday, July 29, 2004 10:37 PM Please purchase PDF Split-Merge on www.verypdf.com to remove this watermark. ...

... ( ). • Excel restores the data to the cell. • Excel removes the cell data. 04_577639-ch02.indd 3704_577639-ch02.indd 37 3/15/10 2:36 PM3/15/10 2:36 PM Chapter Chapter 3 3 3 3 Working with Excel ... which you want to enter the date. • Excel marks the current cell by surrounding it with a thick, black border. Enter a Date or Time into a Cell Many Excel worksheets use dates either as part ... PM 37 Entering and Editing Excel Data CHAPTER 2 11 22 When I delete cell data, Excel keeps the cell formatting intact. Is it possible to delete the data and the formatting? Yes. Excel offers a command...

... src="data:image/png;base64,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ên ... src="data:image/png;base64,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ên...

... statistical work. Knowing these fundamentals helps you work efficiently with Excel formulas. Autofilling cells The first is autofill, Excel s capability for repeating a calculation throughout a worksheet. ... Tooling around with analysis ᮣ Using Excel s Quick Statistics feature I n this chapter, I introduce you to Excel s statistical functions and data analysis tools. If you’ve used Excel, and I’m ... veterans know, formulas are the business end of Excel. The data analysis tools go beyond the formulas. Each tool provides a set of informative results. Getting Started Many of Excel s statistical...

... the information you want • Excel tricks — find out what’s built into the program to help you work with Excel formulas • Playing with worksheets — get acquainted with the worksheet functions ... numbers and interpret statistics • Use Excel formulas and functions • Work with probabilities, related dist ributions, trends, and more Statistical Analysis with Excel ® 2nd Edition Making Everything ... variables, and binomial distribution Statistical Analysis with Excel ® Schmuller 2nd Edition spine=1.01” www.it-ebooks.info Statistical Analysis with Excel For Dummies, 2nd Edition xvi Chapter 15: Correlation:...

... complexity, introduced in Gildea (2010) . Binarizing with this strategy is exponential in the resulting optimal fan-out (Gildea, 2010) . 3. head-driven: Head-outward binarization with horizontal Markovization. ... practice. Gildea (2010) presents a general algorithm to binarize an LCFRS while minimizing a given scor- ing function. We will use this algorithm with two different scoring functions. 2 Gildea (2010) evaluates ... Negra with the same setup as in section 3.3. We report discontinuous F 1 scores as well as exact match scores. For previous results on discontinuous parsing with Negra, see table 3. For results with...