Use the image to answer the question.
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9 in.
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3 in.
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Tiyane makes a scale drawing of the parallelogram. The longer side of the parallelogram is 22.5 inches in her drawing. What is the length of the parallelogram's shorter side in Tiyane's scale drawing?
(1 point)
O 2.5 inches
O 0.4 inches
O 7.5 inches
O 60 inches
To find the length of the shorter side in Tiyane's scale drawing, we can use the ratio of the longer and shorter sides.
The longer side in the drawing is 9 inches and the actual longer side is 22.5 inches. So the ratio of the longer side in the drawing to the actual longer side is 9:22.5.
Now we can use this ratio to find the length of the shorter side in the drawing. Let x be the length of the shorter side in the drawing.
9/22.5 = x/shorter side length
9/22.5 = x/22.5 (since the actual shorter side length is also given as 9 inches)
9/22.5 = x/22.5
x = 9/22.5 * 22.5
x = 9 inches
Therefore, the length of the parallelogram's shorter side in Tiyane's scale drawing is 9 inches.
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The correct answer is:
- 0.4 inches
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