MCQ
In Fig. $\angle\text{XYZ}$ cannot be written as:


- A$\angle\text{Y}$
- ✓$\angle\text{XYZ}$
- C$\angle\text{ZYX}$
- D$\angle\text{XYP}$

Since, $\angle\text{XYZ}$ can be written as $\angle\text{Y},\angle\text{ZYX},\angle\text{XYP}$ and $\angle\text{PYX.}$
So, $\angle\text{XYZ}$ cannot be written as $\angle\text{ZXY}.$
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