In , points and lie on and respectively such that . Points on and on are chosen with…

MATHEMATICS · Subjective · CBSE · Mathematics · Triangles · Triangles

Problem

In △XYZ\triangle XYZ, points MM and NN lie on XYXY and XZXZ respectively such that MN∥YZMN \parallel YZ. Points PP on XMXM and QQ on XNXN are chosen with PQ∥MNPQ \parallel MN. If XY=18 cmXY = 18\,\text{cm}, XZ=24 cmXZ = 24\,\text{cm}, XM=6 cmXM = 6\,\text{cm}, XN=8 cmXN = 8\,\text{cm}, XP=3 cmXP = 3\,\text{cm} and YZ=21 cmYZ = 21\,\text{cm}, determine the length of PQPQ.

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