In figure,
XA
AY
=
XB
BZ
and XAB = XZY. Prove that XYZ is an
isosceles triangle.
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Since, XY=YZ
i. e., ΔXYZ is an isosceles triangle
Also, we know that the angles opposite to equal sides of an isosceles triangle are equal
Thus, if XY=YZ, then ∠Z=∠X
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