in triangle abc and triangle pqr, if ab=3 and pq=2 then triangle abc/triangle pqr
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In similar triangles, the ratio of areas is equal to the ratio of the squares of theirs corresponding sides.
Area of ∆ABC= (AB)²
3²=9cm²
Area of ∆PQR =(2)²
=4cm²
Area of ∆ABC _ 9
Area of ∆PQR. – 4
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