Question

The ratio of corresponding side of similar triangle is 3:5 then find the ratio of their areas

Answer 1

answer of this question is 9: 25

Answer 2

$\dfrac{\text {Area 1}}{ \text{Area 2} } = \bigg( \dfrac{\text {Length 1}}{ \text{Length 2} } \bigg)^2$

.

$\dfrac{\text {Area 1}}{ \text{Area 2} } = \bigg( \dfrac{\text {3}}{ \text{5} } \bigg)^2$

$\dfrac{\text {Area 1}}{ \text{Area 2} } = \dfrac{\text {9}}{ \text {25} }$

.

Answer: The ratio of the area is 9/25