Point Z is the incenter of ΔWXY.
2 answers:
Answer with explanation:
An Incenter of a triangle is defined as that point inside the triangle where the internal bisector of angles meet.
As, Z is the incenter of ΔWXY.
The true Statements are
2. ZX bisects ∠WXY
4.The circle inscribed in ΔWXY will have a center at point Z.
5. This statement will be true ,if we take perpendicular distance from the center to sides of triangle.
Point Z is equidistant from the sides of ΔWXY.
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