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How do you convert $e^{3} e^{- 4 i}$ $e^3e^{-4i}$ into cartesian form?

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Jun 20, 2017

$e^{3} e^{- 4 i} = e^{3} cos (- 4) + e^{3} sin (- 4) i$ $e^3e^{-4i} = e^3cos(-4)+ e^3sin(-4)i$

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