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Given w=3+3iw=3+3iw=3+3i and v=−23+2i,v=-2 \sqrt{3}+2i,v=−23+2i, w2vw^2vw2v can be expressed as r(cosα∘+isinα∘),r(\cos \alpha^{\circ}+i\sin \alpha^{\circ}),r(cosα∘+isinα∘), where rrr is a real number and 0≤α≤360.0 \leq \alpha \leq 360.0≤α≤360. What is the value of r+α?r+\alpha?r+α?
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