If y & z are two complex numbers such that |y|=|z| and arg y=arg z then show that y & z are conjugate complex numbers. Also, if |y|=|z|=1 and arg y=arg z then show that y=1/z.

If y & z are two complex numbers such that |y|=|z| and arg y=arg z the

1.	If y & z are two complex numbers such that \|y\|=\|z\| and arg y=arg z then show that y & z are conjugate complex numbers. Also, if \|y\|=\|z\|=1 and arg y=arg z then show that y=1/z.
Answer» If y & z are two complex numbers such that \|y\|=\|z\| and arg y=arg z then show that y & z are conjugate complex numbers. Also, if \|y\|=\|z\|=1 and arg y=arg z then show that y=1/z.