- #1

utkarshakash

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## Homework Statement

Two points represented by [itex]z_{1}, z_{2}[/itex] lie on circle |z|=1, the tangents to the circle at these points meet at the point represented by

## Homework Equations

## The Attempt at a Solution

Let the tangents meet at the point [itex]z_{3}[/itex]. The centre of the given circle is (0,0).

∴ [itex]z_{1}, z_{2}, z_{3} and 0[/itex] are concyclic. Now what to do next?