Detailed Solutions to Practice #7
If you had difficulty with this practice, read the detailed solutions given on this page. When you are done try the additional practice for this unit.
| Type of Stock | Number of Shares |
|---|---|
| Coca-Cola | 8 |
| Pepsi | 10 |
| IBM | 4 |
| Exxon | 8 |
| General Motors | 20 |
From the table we can calculate the whole, and we do have different parts. This means the data could be displayed in a circle graph.
- Calculate the whole--The whole is calculated by adding up the number of shares in each of the five categories.
8 + 10 + 4 + 8 + 20 = 50
- Calculate the percentage for each part--The data are given in numbers of shares owned so we must convert these numbers into percentages. (If you need to review how to convert parts of a whole into a percent, you should review the Decimal tutorial.) Percentage is:
Below are the calculations for the percentages of each stock:
Percent in Coca-Cola, which equals the Percent in Exxon (These are the same since both have 8 shares) ![]()
Percent in Pepsi ![]()
Percent in IBM ![]()
Percent in General Motors ![]()
If we add a column to our table we now have:
Shares of Stock Owned by an Investor
Type of Stock Number of Shares Percent of Total Coca-Cola 8 16 Pepsi 10 20 IBM 4 8 Exxon 8 16 General Motors 20 40
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Draw a circle and draw in a sector for each data group. Try to make the sector sizes look as close to the percentage of the circle as the percentage of the data group. Now that we have the percentages, we are ready to draw our circle graph. Note the shading on the different sectors. This helps to differentiate them. |
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Label the sectors with the data group name and percentage. Then add a title to the graph. This is the same as the title of the table. Now add the title and labels. When this is done, the finished graph should look like the one below. |
Shares of Stock Owned
by an Investor![]() |
REMEMBER: You should review the material in this unit and then try the additional practice.
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