No. 1!

Algebra Level 5

Let zz be a complex number satisfying:

z=z+1=1\color{#69047E}{\huge{|z|=|z+1|=1}}

Also,

zn=(z+1)n\color{#20A900}{\huge{z^{n}=(z+1)^{n}}} where n\color{#3D99F6}{n} is a positive integer.

Find the minimum value of n\color{#D61F06}{n}.

×

Problem Loading...

Note Loading...

Set Loading...