he number of animals in a certain ranch are as follows: Goats = 14, Sheep = 6, Cows = 8, Pigs = 17. What angle would represent the number of sheep if the above information was represented on a pie chart?
Question
he number of animals in a certain ranch are as follows: Goats = 14, Sheep = 6, Cows = 8, Pigs = 17. What angle would represent the number of sheep if the above information was represented on a pie chart?
Solution
To find the angle that represents the number of sheep on a pie chart, you need to follow these steps:
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First, find the total number of animals on the ranch. Add the number of each type of animal together: 14 (goats) + 6 (sheep) + 8 (cows) + 17 (pigs) = 45 animals in total.
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A pie chart represents a whole, or 100%, and this is equivalent to 360 degrees.
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To find the angle that represents the sheep, you need to calculate what percentage of the total number of animals the sheep represent, and then convert this percentage to degrees.
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The sheep represent 6 out of 45 animals, so you divide 6 by 45 to get this fraction: 6/45 = 0.1333.
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To convert this fraction to a percentage, multiply by 100: 0.1333 * 100 = 13.33%.
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Now, convert this percentage to degrees. Since 100% is equivalent to 360 degrees, you multiply the percentage by 360: 13.33% * 360 = 47.99 degrees.
So, the angle that represents the number of sheep on the pie chart is approximately 48 degrees.
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