Question

In figure 11.24. two tangents are drawn to a circle.
from a point A which is in the exterior of the circle.
The points of contact of the tangents are P and Q as
shown in the figure. A line / touches the circle at R
and intersects AP and AQ in B and C respectively.
If AB = c, BC = a, CA = b, then prove that
(1) AP + AQ = a + b + c
(2)
AB + BR = AC + CR = AP = AQ = a + b + c upon 2​

Answer 1

Answer:

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Step-by-step explanation:

Answer 2

Answer:

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