Given ΔABC~ΔPQR of AB/PQ=1/3 then find area ΔABC/ΔPQR
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Answered by
1
Since ∆ABC~∆PQR
AREA(ABC)/AREA(PQR)= SQUARE OF RATIOS OF CORRESPONDING SIDES=(AB/PQ)^2.
=(1/3)^2
=1/9.
CHEERS. MARK BRAINLIEST
AREA(ABC)/AREA(PQR)= SQUARE OF RATIOS OF CORRESPONDING SIDES=(AB/PQ)^2.
=(1/3)^2
=1/9.
CHEERS. MARK BRAINLIEST
Answered by
1
(AB/PQ)^2=arAbc/arPqr=1/9
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