Solving The Complex Exponential Equation Z^3 = 2 + 2i using the Polar and Exponential Form of Z

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Solving The Complex Exponential Equation Z^3 = 2 + 2i using the Polar and Exponential Form of Z

#math #complexanalysis #rolandoasisten #learnmathdaily
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If the original equation is stated in Cartesian coordinates, then the solution should also be.
In that case the 3 solutions are:
z1 = 1.366 + 0.366i (approx)
z2 = -1 + i
z3 = -0.366 - 1.366i (approx)

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Buddy sounds like Stewie from family guy

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