if ∆ABC ~∆DEF and AB = 2 cm , DE = 4cm then the ratio of perimeters of ∆ABC and DEF respectively
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Answer:
We know that the ratio of areas of two similar triangles is equal to the ratio of the squares of any two corresponding sides.
∴
Area(△DEF)
Area(△ABC)
=
DE
2
AB
2
⇒
Area(△DEF)
Area(△ABC)
⇒
(1.2)
2
(1.2)
2
=(
14
12
)
2
⇒
49
36
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