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Find all complex cube roots of $z=−1−5i$. Write each root in rectangular form rounding to two decimal places. The complex third root(s) of $z$ is (are) (Round the final answer to two decimal places as needed. Round all intermediate values to four decimal places as needed. numbers in terms of $i$.)

Let's represent the cube root of z as w.

We can define z in polar form and then apply De Moivre's t...

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