In a parallelogram PQRS, L is a point on PQ, such that PL=2LQ. M is a point on RS, such that RM=2MS and N is a point on QR, such that QN=2NR. Prove that : (1) area (PSML) = area(LQRM)
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When we divide the the parallelogram according to the given process, then two congruent parallelograms will occur.. And we know that any two congruent shapes are equal in length, size, perimeter and area
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