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Maths p3 - June 2007 - Q 8-ii

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The complex number (2/(−1 + i)) is denoted by u.

(ii) Sketch an Argand diagram showing the points representing the complex numbers u and u2. Shade
the region whose points represent the complex numbers which satisfy both the inequalities |z| < 2
and |z-u^2|< |z-u|.


How to sketch?

How to calculate or any link to guides?

many thanks
 
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well all u do is draw a circle of radius 2 at the origin
and then draw a perpendicular for the line between u and u^2
shade the region of the circle that is closer to u^2
 
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