triangle xyz, the bisector XM of angle X
is perpendicular to side Yz. Prove that xy=xz
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Since, ∠YXM=∠MXZ
as, XM is angle bisector.
and ∠XDA=∠XDB (Right angles)
and DX is common side.
So, △DXA=△DXB (ASA criteria.)
Thus, ∠DAX=∠DBX
So, AX=BX (Sides opposite to equal angles are equal.)
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