(Solved): A complex coordinate plane is shown below with dots on the UNIT CIRCI. representing complex numbers ...

A complex coordinate plane is shown below with dots on the UNIT CIRCI. representing complex numbers at \( 15^{\text {0 }} \) increments. When answering the prompts below, use a list of letters to indicate multiple dots (eg. \( A, G, M, 5) \). - List all possible SQUARE roots of the complex number \( \mathrm{O} \) : \[ \sqrt[1]{0}= \] List all possibte CUBE roots of the complex number \( P \). \[ \sqrt[3]{p}= \] List all possible FoURTH roots of the complex number \( M \) :