By Bernard Liengme

ISBN-10: 012374623X

ISBN-13: 9780123746238

Thoroughly up-to-date consultant for scientists, engineers and scholars who are looking to use Microsoft Excel 2007 to its complete capability. digital spreadsheet research has develop into a part of the typical paintings of researchers in all components of engineering and technological know-how. Microsoft Excel, because the general spreadsheet, has various medical services that may be applied for the modeling, research and presentation of quantitative information. this article presents a simple consultant to utilizing those services of Microsoft Excel, guiding the reader from simple rules via to extra complex parts equivalent to formulae, charts, curve-fitting, equation fixing, integration, macros, statistical services, and proposing quantitative info. Key positive factors: * content material written particularly for the necessities of technology and engineering scholars and execs operating with Microsoft Excel, introduced totally modern with the recent Microsoft place of work free up of Excel 2007. * good points 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 web site with facts units, downloadable spreadsheets and different important assets.

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

**Sample text**

From the van der Waals equation given atthe start of the exercise our initial formula might be = (R_ * B8) / (A9 - b) - (a / (A9 * A9) ). This has some redundant parentheses, but these were added to help read the formula. The named cells and the named constant will always be absolute references. We need the reference to B8 (the T term) to always pointto row 8 and the reference toA9 (the Vterm) always to point to column A This analysis of the problem helps us modify the formula to that shown below.

J I. Format the cells to display five places. (c) The final step to find the solutions is to compute A-le. -J ]. 10 The solutions have now been found. We may wish to check that these agree with the system of equations. (d) Name the cells 010:012 asx,'y- and z, respectively. (e) The formulas in row 15 reading from leftto right are: =A51

If Al0 holds a nonnumber, then =SQRT(Al) cannot give a valid result, so it returns an error val ue (in this case #VALUEl). The error values are: #DIVjO! #NAME? #NjA #NULL! Division by zero. This would be the result, for example, of=AljBl ifBl hadazero value. Note that a blank cell is treated as having a zero value when used in a numeric context like this. This results when a formula contains an undefined variable or function name. No value is available. A result has no value. 46 A Guide to Microsoft Excel 2007 for Scientists and Engineers # NUM!

### A guide to Microsoft Excel 2007 for scientists and engineers by Bernard Liengme

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