Consider the complex number z=a+bi where a and b are non-zero real numbers.
Express the complex number $\dfrac{1}{\overline{z}}$ \dfrac{1}{\overline{z}} in terms of z only.
Choose the correct response below.

Question

Consider the complex number   z=a+bi  where   a  and   b  are non-zero real numbers.  Express the complex number   \dfrac{1}{\overline{z}}  in terms of   z  only.  Choose the correct response below.

Accepted Answer

\dfrac{1}{\overline{z}} = \dfrac{z}{|z|^2}

Answer

\dfrac{1}{\overline{z}} = \dfrac{1}{|z|}

Answer

\dfrac{1}{\overline{z}} = \dfrac{1}{|z|^2}

Answer

\dfrac{1}{\overline{z}} = \dfrac{z}{|z|}

Answer

\dfrac{1}{\overline{z}} = -\dfrac{1}{z}

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Consider the complex number z=a+bi where a and b are non-zero real numb...

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