TrigonometryHardPolar Coordinates and Complex Numbers SharePolar Coordinates and Complex Numbers · Hard problemWrite z=−3+3i3z = -3 + 3i\sqrt3z=−3+3i3 in trigonometric form.A 12(cos120∘+isin120∘)\ 12\left(\cos120^\circ+i\sin120^\circ\right) 12(cos120∘+isin120∘)B− 6(cos120∘+isin120∘)-\ 6\left(\cos120^\circ+i\sin120^\circ\right)− 6(cos120∘+isin120∘)C 6(cos120∘+isin120∘)\ 6\left(\cos120^\circ+i\sin120^\circ\right) 6(cos120∘+isin120∘)D 7(cos120∘+isin120∘)\ 7\left(\cos120^\circ+i\sin120^\circ\right) 7(cos120∘+isin120∘)Check Show answer Walk through it step by step Practice more like this Review this concept