Question

in the fig segment PQ is the diameter of the circle with centre o the tangent time the tangent circle drawn from point c on if intersects the tangents drawn from point c on it intersects the tangent drawn from points p and q at points a and b respectively prove that angle AOC is equal to ९० degree​

Answer 1

Answer:

$\sf \dfrac{\cancel{450}{×6×7}}{\cancel{100}}$$\sf \dfrac{\cancel{450}{×6×7}}{\cancel{100}}$$\sf \dfrac{\cancel{450}{×6×7}}{\cancel{100}}$$\sf \dfrac{\cancel{450}{×6×7}}{\cancel{100}}$$\sf \dfrac{\cancel{450}{×6×7}}{\cancel{100}}$$\sf \dfrac{\cancel{450}{×6×7}}{\cancel{100}}$$\sf \dfrac{\cancel{450}{×6×7}}{\cancel{100}}$