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Find the real numbers x and y that make the equation true. -4 + yi = x + 3i Can someone walk me through how to solve this?
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HI!!
there is nothing to walk through you have \(-4\) on the left and \(x\) on the right, so \(x=-4\)
you have \(yi\) on the left and \(3i\) on the right, so \(y=3\)
That's really simple, thank you!
I have an example.
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If two complex numbers are equal, . . their real components are equal and their imaginary components are equal. So we have: . \begin{Bmatrix} \text{-}3 &=& x \\ y &=& 6\end{Bmatrix}
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