If wz is the perpendicular bisector of vy , what conclusion can you make?
a. zy=vz
b. wz=vy
c. vz=wz

Option A is correct.i.e., ZY = VZ

Step-by-step explanation:

Given: WZ is perpendicular Bisector of VY

To find: conclusion from options

Perpendicular Bisector is a line which makes right angle at the point of intersect and cuts the line segment from middle on which it is drawn.

Here, WZ is perpendicular bisector on VY.

⇒ Case 1 :

If W is point of intersection then  VW = YW

⇒ Case 2 :

If Z is point of intersection then VZ = YZ

Also when we join other point of perpendicular bisector to the end point of line segment we get an isosceles triangle.

Shown in figure.

So, In case 1 : After joining Z to V & Y we get VZ = YZ

and In case 2: After joining W to V & Y we get VW = WY

Therefore, Option A is correct.i.e., ZY = VZ

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step-by-step explanation: