In the fig., XL and ZM are the angle bisectors of ZYXZ and ZXZY respectively. If ZXYZ = 90°, then find ZLOM.
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In a ∆XYZ, LM ║ YZ and bisectors YN and ZN of ∠Y & ∠Z respectively meet at N on LM then YL + ZM =
(A) YZ
(B) XY
(C) XZ
(D) LM ✓✓
angle ZOM = 45°
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