Question

The angle between the two tangents
of a circle is 60°, then the angle between
the two radii of that circle drawn from
point of contact of the tangents is
120
60
300
30​

Answer 1

Answer:

R = P = 90°

Q = 60°

let, the angle between the two radii of that circle be = O

since, sum of all intereal angle of a Quadirateral = 360°

: R + P + Q + O = 360°

: 90°+ 90°+60°+ O = 360°

: 240° + O = 360°

: O = 360° - 240°

: O = 120°

ANS :- 120°