Question

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

Answer 1

$\textbf {Hey there, here is the solution.}$

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$\dfrac{ \text{Area1} }{ \text{Area2} } = \bigg ( \dfrac{\text{Length1} }{\text{Length2}} \bigg)^2$

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Find the ratio of the area:

$\dfrac{ \text{Area1} }{ \text{Area2} } = \bigg ( \dfrac{\text{3} }{\text{5}} \bigg)^2$

$\dfrac{ \text{Area1} }{ \text{Area2} } = \dfrac{\text{9} }{\text{25}}$

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Answer: The ratio of their area is 9 : 25

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⭐$\textbf {Cheers}$⭐

Answer 2

HEYA !! HERE IS YOUR ANSWER !

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