| This unit will cover the standard technical problem solving technique and format. It will use the EXCEL spreadsheet to do the calculations and sketching. |
After completing this section, the student will be able to:
| The Spreadsheet Advantage In technical problem solving, spreadsheets provide much more than a display and calculating medium. The result of solving a problem is a stored model of the solution. The model contains a solution procedure, which allows the solution of similar problems by little more that changing the input or "GIVEN" data. Microsoft EXCEL 7, 95, and 97 are similar and the diagrams and step by step instructions will apply to each. EXCEL 4 is a single sheet version but has most of the capabilities of the newer versions and will do everything required in this course.. The "MENUS", however, are significantly different in that many functions are under different headings than the newer versions. EXCEL 5 has the best tutorials under the Help Menu. Before you continue, examine the Help capability of your version. Use the Help and tutorials to learn how to open a workbook and save a file. At the bottom of the Tools Menu is an "Options" item. Click this and examine the control you have over the setup. Under the General Tab, you may want to reduce the "Number of sheets in a new workbook" to 3. There is little value in trying to remember the steps to do everything EXCEL can do or everything you will do in this course. The Help menu will remind you of most things when needed. For the steps that you will do often enough make remembering worthwhile, you will have remembered through repetition. The work sheet below which calculates the area of circles demonstrates most of the formatting tools used in spreadsheet calculations. The solution shows the appropriate units on each value. The box on the right shows the calculation formulas in the AREA column. The formula uses the cell name, "RADIUS". This makes the formulas more recognizable than the default "= 3.14 * A3^2". The * causes multiplication. The ^ raises the preceding value to the value to the right of the ^.
Create the EXCEL calculation shown below as follows:
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| If you get ######## in a cell, the column is too narrow for the calculated value and units. Increasing the width of column B is required. Move the cursor to the top row with the column letters. Move the cursor to the line separating column B from Column C. When the cursor becomes a vertical line, hold down the left mouse button and drag the column B boarder to the right or double click the left mouse button. | ![]() |
| Naming Cells In the example above, a group of cells was given the name "RADIUS". Formulas are much easier to check when the variable have familiar names than when they contain cell references. Names also provide absolute references for values that are used in several formulas on a sheet. Names cannot be repeated on a sheet. They can be repeated on different sheets of the same book if referenced to a sheet. It is safest to use the Create Name option when naming cells. This will automatically reference the name to the current sheet and will correctly format names (e.g. "H1" is not allowed, there already is cell H1, "H1_" is allowed). Naming Sheets Formulas in cells using cell references are more difficult to understand than formulas with recognizable cell names [ = 3.14 * A3 ^ 2 vs. = 3.14 * RADIUS ^ 2] . Cell names cannot be repeated on a sheet. Assignments with multiple problems are best done with one problem on a sheet. The sheet name then becomes part of the cell name definition. |
| Each sheet
has a sheet name on a bottom tab. Double clicking that
tab brings up a dialog box that allows the renaming of
the sheet. In EXCEL 97, the name is typed directly on the Tab. |
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Special Characters
| The Accessories File of Windows contains a Character Map that makes it easy to insert special characters into a document. The Symbol Font contains most of the useful Greek letters and other symbols. The lower right corner shows the keystrokes or the symbol can be selected, copied, and pasted into a document. |
| The Times New Roman text fonts contain the symbols used in formatting cells "in2". | ![]() |
Other Formatting
| All or part of the text in
a cell can be modified using the Font option in the
Format Cells. Note that the Effects box in the lower left provides superscripts and subscripts. |
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| The Alignment option provides special options on text orientation and text wrap which help to control the width of column headings. | ![]() |
| Text Orientation Examples | ![]() ![]() |
| The Tool Bar allows quick formatting of number decimals and fonts size and style. | ![]() |
| The complete
solution to a technical problem includes the Given data,
usually shown in a sketch, the formulas used in the
calculation, and the answer. This figure shows the EXCEL
solution to a problem requiring the calculation of the
area of a circle. EXCEL has sufficient drawing tools to provide the sketch. Many Microsoft applications include Microsoft Equation, which can write mathematical equations in their customary format. The data entry and calculation are similar to the circle area calculations above. |
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| Creating Graphic
Objects
The drawing tools shown in this section are from EXCEL 7 and 95. EXCEL 97 includes these plus many others and are easier to use. A general rule for formatting is click the right mouse button and see the options offered. A second rule is to double click the item to be edited. |
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EXCEL 97 |
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EXCEL 95
Drawing Toolbar
EXCEL 97 Toolbar
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| In EXCEL 97 double clicking the text box brings up a Format Text Box box that allows changing text alignment, text font and size, and the text box format including removing the text border. NOTE: ALL FORMAT OBJECT OPTIONS STAY IN EFFECT UNTIL CHANGED. | ![]() |
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The Microsoft equation editor allows the insertion of equations in the appropriate equation format.
It is accessed as the Object under Insert in the main menu.
Create the formula for the area of a circle as shown below:
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and get 


and get
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| Problem set 4 Put each problem on a separate sheet. Name all cells used in calculations. Include a dimensioned sketch similar to that shown in the problem above. Send the solutions to your instructor. 1. A businessman is looking for an office. A Realtor shows him a room 29 feet by 56 feet. What is the area of this room? A = L x W 2. What is the area of a triangle with a base of 22 feet and a height of 11 feet? 3. A triangular piece of metal, 5 inches by 3 inches has a 1.2 inch diameter hole punched through it. What is the area of the remaining metal. ( Area of metal = Area of the triangle - Area of hole) (to draw a filled triangle use the Free Form Tool.. Click for a vertex and let go of the left button. Moving the mouse will cause straight lines between clicks. Holding the shift key will constrain the angle of the lines.)
4. The container shown is
made of aluminum. What is its maximum holding capacity?
What is the volume of aluminum? V =
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Last modified: November 22, 1998