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Sides of two Similar triangles
respectively
the ratio 2:3 Find the
ratio of their areas.
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Answer:
Given that,
ratio of sides of similar triangles=2/3
we know that
if two triangles are similar,ratio of areas are equal to the ratio of squares of corresponding sides
therefore
area of triangle 1 (side of triangle1)^2
_____________= ______________
area of triangle 2 (side of triangle2)^2
= (2/3)^2
=4/9
so,the ratio of area of the triangle is 4:9
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