PQ and PR are tangents from P to a circle c..

Question 1 Report

PQ and PR are tangents from P to a circle centre O as shown in the figure. If QRP = 34 $^{\circ}$ , find the angle marked x

^{\circ}

^{\circ}

^{\circ}

112

^{\circ}

Answer Details

From the circle centre 0, if PQ & PR are tangents from P and QRP = 34 $^{\circ}$

Then the angle marked x i.e. QOP

34 $^{\circ}$ x 2 = 68 $^{\circ}$

PQ and PR are tangents from P to a circle centre O as shown in the figure. If QRP = 34∘ ∘ , find the angle marked x