Question

the area of two similar triangles
are in the ratio 9:25
then their corresponding side are in the ratio​

Answer 1

3:5 (ratio of corresponding sides of similar triangle are square root of ratio of their area)

Answer 2

Answer:

❤️heya❤️

just assume the two similar triangles are abc and pqr.

According to the theorem: ratio of areas of similar triangles is equal to the square of the ratio of its coresponding sides.

its given ar(abc)/ar(pqr)=9/25

therefore the ratio of sides is 3/5

or 3:5.

hope it helps yo mate.

please mark it as brainliest