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Multiply z1 = √ 2 (cos π/4 +isin π/4) and z2= 4(cos π/4 +isin π/4 ) in trigonometric form.
4√2 (cos π +isin π)
4(cos π/2- isin π/2)
4 (cos π/2 + sin π/2
Multiply z1 = 3(cos π/4 +isin π/4) and z2= 4(cos π/2 +isin π/2 ) in trigonometric form.
12(cos 3π/4 +isin 3π/4)
3(cos 3π/4 + isin 3π/4)
4(cos π/2 + sin π/2)
Multiply z1 = 3(cos π/3 +isin π/3) and z2= (cos π/6 +isin π/6 ) in trigonometric form.
4(cos π +isin π)
3(cos π/2 +isin π/2)
6(cos π/2 +isin π/2)
Multiply z1 = (cos π/4+isin π/4) and z2= 2(cos π/4 +isin π/4 ) in trigonometric form.
4(cos π+isin π)
2(cos π/2 + isin π/2)
4(cos π/2 + isin π/2)
Multiply z1 = √ 3 (cos π/4 +isin π/4) and z2= 2(cos π/4 +isin π/4 ) in trigonometric form.
2√3 (cos π/2+ isin π/2)
4√3 (cos π/2 + sin π/2)
Multiply z1 = 5(cos π/2 +isin π/2) and z2= 2(cos π/2 +isin π/2 ) in trigonometric form.
5(cos π +isin π)
4(cos π/2 - isin π/2)
10(cos π +isin π)
Multiply z1 = 5(cos π/2 +isin π/2) and z2= (cos π/2 +isin π/2 ) in trigonometric form.
5(cos π+isin π)
3(cos 3π/4 - isin 3π/4)
Multiply z1 = 3(cos π/3 +isin π/3) and z2= 2(cos π/6 +isin π/6 ) in trigonometric form.
6(cos π/2 + isin π/2)
Multiply z1 = 4(cos π/4 +isin π/4) and z2= (cos π/4 +isin π/4 ) in trigonometric form.
It is done.