If Z1 = a + ib and Z2 = c + id are two complex numbers then the product Z1 Z2 is defined as
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Z1 = a+ib
z2= c+id
product of Z1 & Z2
(a+ib) * (c+id)
= ac +aid+Ibc+i^2 bd
=ac +aid+Ibc-bd
=ac-bd + I (ad+bc)
where ac-bd is real part & I(ad+bc) imaginary part
also it is defined as a complex number
note : we know that I =√1 ,I square = -1
I hope this is help us .so give a like
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