By Bernard Liengme

ISBN-10: 012374623X

ISBN-13: 9780123746238

Thoroughly up-to-date advisor for scientists, engineers and scholars who are looking to use Microsoft Excel 2007 to its complete capability. digital spreadsheet research has turn into a part of the typical paintings of researchers in all parts of engineering and technological know-how. Microsoft Excel, because the typical spreadsheet, has various clinical services that may be applied for the modeling, research and presentation of quantitative info. this article presents a simple advisor to utilizing those features of Microsoft Excel, guiding the reader from uncomplicated rules via to extra advanced components reminiscent of formulae, charts, curve-fitting, equation fixing, integration, macros, statistical services, and proposing quantitative facts. Key beneficial properties: * content material written in particular for the necessities of technology and engineering scholars and execs operating with Microsoft Excel, introduced totally modern with the hot Microsoft place of work liberate of Excel 2007. * positive factors of Excel 2007 are illustrated via a large choice of examples dependent in technical contexts, demonstrating using this system for research and presentation of experimental effects. * up-to-date with new examples, challenge units, and purposes. New site with information units, downloadable spreadsheets and different precious assets.

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**Extra info for A guide to Microsoft Excel 2007 for scientists and engineers**

**Example text**

We look at most of these tools in the exercises. ). One way to restrict the amount that is printed is to set the Print Area. (a) Open Sheet6 of Chap2. where we did the van der Waals calculations. For the purpose of this exercise let us assume we wish to print only the first 15 rows. SelectAl:H15. 2). (c) Now use Print Preview to see the effect You will find that only rows 1 through 15 are in the print preview as requested. Close Print Preview and note the dotted page break line just below row 15.

Thus the system of two equations: x- 2y 3x+ 4y =-1 =17 may be represented by: EquationM Performing the matrix multiplication in Equation M, we get: 2Y] [-1] x[ 3x+ 4y = 17 When matrix A and matrix B are equal, the corresponding elements are equal. So it follows that x + 2y = 14 and 2x - y = 5; these are the equations with which we started, thereby justifying the statement that we may represent a system oflinear equations in matrix form. Let A represents the matrix of the coefficients, X the matrix of the variables, and C the matrix ofthe constants.

We look at most of these tools in the exercises. ). One way to restrict the amount that is printed is to set the Print Area. (a) Open Sheet6 of Chap2. where we did the van der Waals calculations. For the purpose of this exercise let us assume we wish to print only the first 15 rows. SelectAl:H15. 2). (c) Now use Print Preview to see the effect You will find that only rows 1 through 15 are in the print preview as requested. Close Print Preview and note the dotted page break line just below row 15.