Question

areas of two similar triangle are 338sq.cm and 200sq.cm. Find the ratios of their corresponding sides

Answer 1

Hi there,

Acc to the theorem,
The ratios of the areas of two similar triangles is equal to the square of their corresponding sides..

so,
Let area of T1=338sq.cm
Let area of T2=200sq.cm

then, T1/T2=(side of T1)^2/(side of T2)^2
so putting the known we get the ratio sidesas
side of T1/side of T2=sqrt(338)/sqrt(200)=18.38/14.14

Hence the ratio is
 18.38 : 14.14

Hope it helps...
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