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Basic Complex (1 Viewer)

Thread starter turnerloos
Start date Oct 6, 2015

turnerloos

TAFE Executive Officer

#1

How does z.conj(z) = |z| ?

D

Drsoccerball

Well-Known Member

#2

turnerloos said:
How does z.conj(z) = |z| ?

It doesn't. z conj(z) = |z|^2

$$ Let $ z= x+iy$

$|z|^2 =x^2 +y^2$

$(x+iy)(x-iy)= x^2 +y ^2$

B

braintic

Well-Known Member

#3

On the other hand, it could be a locus question.

z.z* = |z| is the unit circle centred at the origin.

I

InteGrand

Well-Known Member

#4

braintic said:
On the other hand, it could be a locus question.

z.z* = |z| is the unit circle centred at the origin.

Also includes the origin.

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