If the angle between two tangents drawn from an external point p to a circle of radius and center o is 60° find the length of op
Answers
Answered by
2
I think op=1
because op is also a bisector therefore angleAPO = anglePBO
since we get two triangles as POA and POB we get 30 60 90 triangle
by using properties of 30 60 90 triangle
also by using Pythagoras theorem we get OP =1
because op is also a bisector therefore angleAPO = anglePBO
since we get two triangles as POA and POB we get 30 60 90 triangle
by using properties of 30 60 90 triangle
also by using Pythagoras theorem we get OP =1
Similar questions