Question

if the ratio of the areas of 2 similar triangles is 9:16, then find the ratio of the corresponding sides​

Answer 1

Answer:

let be LMN as similar to PQR

9× A( PQR ) = 16 + A( LMN )

A ( LMN ) / A ( PQR ) = MN / QR

9 × A ( PQR )= 16 × A ( LMN )

9/ 16 = LMN / PQR

9 / 16 = MN / PQ

TAKE SQUARE ROOT

MN / 20 = 3 / 4

MN = 60 / 4

MN = 15

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