Question

If sides of two similar triangles are in the ratio of 8:10 then area of there triangle are in the ratio

Answer 1

Answer:16:25

Explanation:

Let triangles be ABC & PQR, such that AB:PQ=8:10

We Know That,

Area of 2 similar triangles is equal to the ratio of the square of their corresponding sides.

Therefore,

ar(ABC)/at(PQR)=AB²/PQ²

=8²/10²

=64/100

=16/25 ANS

Answer 2

Answer:

16:25

Explanation:

ar️ABC AB²

ar️PQR PQ²

8²

10²

64

100

16

25 IS THE RATIO OF TRIANGLE