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If two triangles are similar and the ratio of their corresponding altitudes is 3:7, find the ratio of their areas.
- 3:7
- 9:49
- 6:14
- 9:14
Correct answer: 9:49
Solution
In similar triangles, all corresponding linear dimensions are in the same ratio. Since the altitudes are in the ratio 3:7, the areas are in the ratio \(3^2:7^2 = 9:49\).
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