SQRT shoot --- Introduction ---

This is a visual exercise on the complex numbers: any non-zero complex number has exactly n complex roots of degree n, for n1.

You are shown the plane of complex numbers, together with a point in this plane representing a complex number z. And you have only to click (shoot) on the complex plane, at the points representing the (square, cubic, quartic, or quintic) roots of z. You will have a score computed in function of the average precision of your shots.

Set up
Difficulty level: , , , , ,
You can also try Complex shoot which asks you to click on an algebraic expression of a complex number.
Other exercises on:
The most recent version

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