# 2. In Fig. 6.40, X = 62°, XYZ = 54°. If YO and ZO are the bisectors of XYZ and XZY respectively of XYZ, find OZY and YOZ.

We have
X = XYZ =
YO and ZO bisects the XYZ and XZY
Now, In XYZ, by using angle sum property
XYZ + YZX + ZXY =

So, YZX =
YZX =

and, OYZ =  also, OZY =

Now, in OYZ
Y + O + Z =   [Y =  and Z = ]
So, YOZ =

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