In the figure, XR and YQ are tangents to the circle YZXP if ZXR = 45° and YZX = 55°, Find ZYQ
-
A.
135O -
B.
125O -
C.
100O -
D.
90O
Correct Answer: Option A
Explanation
< RXZ = < ZYX = 45O(Alternate segment)
< ZYQ = 90 + 45
= 135°
In the figure, XR and YQ are tangents to the circle YZXP if ZXR = 45° and YZX = 55°, Find ZYQ
< RXZ = < ZYX = 45O(Alternate segment)
< ZYQ = 90 + 45
= 135°