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Title: Multiplication and division of a complex number in trigonometric form
Description: Comprehensive notes and practicals (Problems and Solutions) covering: -Multiplication and division of a complex number in trigonometric form

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Let two complex numbers be
given:
z1  r1 (cos 1  i sin 1 ),
z 2  r2 (cos 2  i sin 2 )
Then

z1  z 2  r1 (cos 1  i sin 1 ) 
 r2 (cos 2  i sin 2 ) 

 r1r2 (cos(1  2 )  i sin( 1  2 ))

Run by yourself

Conclusion:
these calculations are
cumbersome, so
multiplication and division
of complex numbers are
best done after translating
them into exponential
form
Title: Multiplication and division of a complex number in trigonometric form
Description: Comprehensive notes and practicals (Problems and Solutions) covering: -Multiplication and division of a complex number in trigonometric form