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Let P and Q be two points on the circle ...

Let P and Q be two points on the circle |w|=r represented by `w_1` and `w_2` respectively, then the complex number representing the point of intersection of the tangents of P and Q is :

A

`(w_1w_2)/(2(w_1+w_2))`

B

`(2w_1barw_2)/(w_1+w_2)`

C

`(2w_1w_2)/(w_1+w_2)`

D

`(2barw_1w_2)/(w_1+w_2)`

Text Solution

Verified by Experts

The correct Answer is:
C
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