given triangle ABC~TRIANGLE PQR,IF AB/PQ IS 1/3, THEN FIND area triangle ABC/ area triangle PQR
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ar(ABC)/ar(PQR)=(AB/PQ)^2
=(1/3)^2
=1/9
Answered by
4
Given :- ∆ABC ~ ∆ PQR
Since , The ratio of area of similar triangle is equal to the square of their corresponding side.
area of ∆ABC / area of ∆ PQR =
( AB / PQ )²
=> ( 1/3)²
=>
1:9
Since , The ratio of area of similar triangle is equal to the square of their corresponding side.
area of ∆ABC / area of ∆ PQR =
( AB / PQ )²
=> ( 1/3)²
=>
1:9
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