Sides of two similar triangles are in the ratio 9:16.
Areas of these triangles are in the ratio :
(a) 9:256 (b) 81:16 (c) 81:256
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Question : Side of two similar triangles are in the ratio 9:16. Find the Areas of these triangles in the ratio .
Answer : C) 81:256
Explanation :-
The formula to find the area when ratio of their sides are given = ar( 1st triangle )/ ar ( 2nd triangle) = ( side of 1st triangle )² / ( side of 2nd triangle )²
Then,
(9)² / (16)²
= 81/256
Therefore the ratio of their areas is 81:256
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