algebra precalculus - An 11-gon with complex numbers

Let $A_1 A_2 \dotsb A_{11}$ be a regular $11$-gon inscribed in a circle of radius $2$.

Let $P$ be a point, such that the distance from $P$ to the center of the circle is $3$.

Find
$[PA_1^2 + PA_2^2 + \dots + PA_{11}^2]$

Note: This can't be made a duplicate. There are no other answers for the other two posts. Please answer.