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(Solved): Consider the complex number z given in the table below, and carry out the numbered instructions: (1) ...



Consider the complex number

z

given in the table below, and carry out the numbered instructions: (1) Rewrite

z

in polar form (angles in radians). (2) Determine

z^(2),z^(3)

, and

z^(4)

in both rectangular and polar forms,

r[cos(0)+isin(0)]

, (angles in radians). \table[[,Rectangular Form,],[

z=

,

(\sqrt(3))/(2)+(3)/(2)i

,],[

z^(2)=

,,],[

z^(3)=

,,],[

z^(4)=

,,]]



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