Question

The ratio of corresponding sides of similar
triangles is 3: 5; then find the ratio of their areas
9:15
0:5
9:25
9:10​

Answer 1

Answer:

.........................:)

Step-by-step explanation:

Answer 2

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The ratio of corresponding sides of similar

The ratio of corresponding sides of similartriangles is 3: 5. Then find the ratio of their areas.

Formula

$\frac{ar(abc)}{ar.(pqr)} = \frac{ {(any \: side \: of \: abc)}^{2} }{ {(any \: side \: of \: pqr)}^{2} }$

Answer

Given:-

Ratio of sides of two triangles = 3:5

Solution:-

Therefore,

as per formula,

The ratio of their areas = (3)²/(5)² = 9/25

There answer is (9/25).

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Concept used = Triangles and it's area

Marks = 1 mark

Written by = Sayandeep Ghosh

#ItzSayan