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The product of a complex number (z) to its conjugate is ?
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try it ...
z=a+bi z'=a-bi
take product
any luck ?
a^2-(bi)^2
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and (bi)^2 = ? use i^2 = -1
But the options are \[\left| Z \right|^2,\sqrt{z}\]
a^2+b^2
thats correct
What about the options ?
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|z^2|=a^2+b^2
Thanks.
|z|^2 means magnitude of complex number which is defined as a^2+b^2
*square of magnitude
welcome ^_^
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