Two isosceles triangles have equal vertical angles and their areas are in the
ratio 4: 9. Find the ratio of their corresponding heights.
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first we will prove both the triangle similar by AAA similarly and .
We know ratio between the areas of two similar triangles is same as the ration between the squares of their corresponding altitudes and corresponding heights of two given triangles are 4:9 so the answer will be 2:3
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