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Use Polar Form To Multiply Complex Numbers

Multiply z1 =3 (cos π/3  + i sin π/3) and z2 = (cos π/6  + i sin π/6) in polar form

 Multiply z1 =3 (cos π/4  + i sin π/4) and z2 =4 (cos π/2  + i sin π/2) in polar form

Multiply z1 =5 (cos π/2  + i sin π/2  ) and z2 =2  (cos π/2 + i sin π/2) in polar form

Multiply z1 = 3(cos π/3  + i sin π/3)  and z2 = 2(cos π/6  + i sin π/6)  in polar form

Multiply z1 = 5(cos π/2  + i sin π/2)  and z2 = 2(cos π/2  + i sin π/2) in polar form

Multiply z1 = 3 (cos π/4 + i sin π/4 ) and z2 = (cos π/2 + i sin π/2 ) in polar form

Multiply z1 =4(cos π/4  + i sin π/4) and z2 = (cos π/4  + i sin π/4) in polar form

Multiply z1 =√3 (cos π/4 + i sin π/4 ) and z2 =2  (cos π/4 + i sin π/4 ) in polar form

 Multiply z1 = √2 (cos π/4 + i sin π/4) and z2 = 4 (cos π/4 + i sin π/4) in polar form

Multiply z1 = (cos π/4  + i sin π/4)  and z2 = 2(cos π/4  + i sin π/4) in polar form