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A tutorial on creating X-Y plots using Microsoft Excel. It covers the process of entering data, highlighting the data, using the Chart Wizard, customizing axes, and adding labels. Additionally, it explains how to calculate the cubes of numbers in a column and graph the results.
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The following tutorial is based on using Windows Office 2003. Earlier versions work similarly, but you may find the placement of controls on the menu to be slightly different.
(5,25), (6, 36), (7,49), (8,64), (9,81), (10,100)
For the first entry (5, 25), enter x-coordinate in column A, row 1 and enter the y-coordinate in B1. Repeat for the other five points. You Excel window should look like this:
5, This will pop a window that look like this. Typically, you will want to choose XY(Scatter) [ and not Line , even though it looks similar – this is the most common error people make ]
The most important one is called Scale. This allows you to choose the range of the x-axis (minimum and maximum values) and the steps between major and minor tick marks. Choose the range to lie between 5 and 10. Then click ok. After you complete this for the x-axis, repeat for the y-axis (click on any number on the y-axis) and choose a narrow range.
a. Click on Box C b. Type: =A1^ This tells Excel to take the number in box A1 and cube it. Hit Enter and see the result
We could repeat this C2, C3, etc., but we would be repeating the same operation over and over. Imagine if there were 1000 numbers in Column A1 !?
c. Instead, use your cursor to highlight C1 thru C6 (where you want the cubes to be placed).
d. Drag down the Edit menu to Fill , then to Down on the submenu (and then release). This instructs Excel to take the same rule you applied to A and C1 and apply it successively to (A2, C2), then (A3,C3), etc., as far as you highlighted:
Under Name, but the Name you want to call the first curve (Squares).
Click Ok. The window disappears and now the first curve in the legend has the label you chose. Now repeat the process choosing Series2 and giving it the name you want (Cubes). The result is: