Complex Number Question (1 Viewer)

hholbrook

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Hey,

Can anyone help me solve this complex number problem? Thanks

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QZP

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You have to find a way to equate the real and imaginary part of the LHS to = 0.
 

Carrotsticks

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Separate real from imaginary components by multiplying top and bottom by the conjugate etc.

Then equate both real and imaginary components to 0, since 0 can be expressed as 0+0i.
 

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