In , point is the midpoint of . A line through meets at such that . Given and , find…

MATHEMATICS · Subjective · CBSE · Mathematics · Quadrilaterals · Quadrilaterals

Problem

In △XYZ\triangle XYZ, point UU is the midpoint of XYXY. A line through UU meets XZXZ at VV such that UV∥YZUV \parallel YZ. Given XY=9 cmXY = 9\,\text{cm} and XZ=11 cmXZ = 11\,\text{cm}, find the lengths XVXV and VZVZ.

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