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The exponential form of complex number that is purely imaginary such that a=0 and b<0 is
eiπ
be-iπ
b
The exponential form of complex number that is purely real such that a>0 and b=0 is
a
aeiπ/2
aei
The exponential form of complex number that is purely imaginary such that a=0 and b>0 is
beiπ
Convert z=(-1/2) + (√3/2) in exponential form
ei2π/3
(1/4)ei2π/3
(9/2)ei2π/3
Convert z=-2-2√3i in exponential form
4ei-π/3
4eiπ/3
-4ei-π/3
The exponential form of complex number that is purely real such that a<0 and b=0 is
aeiπ
Convert z=2/√ 5 + i in exponential form
ei(0.84)
√5ei(0.84)
2ei(0.84)
Convert z=4+3i in exponential form
5ei(0.644)
16ei(0.644)
9ei(0.644)
Convert z=-√3+i in exponential form
2ei2π/3
√2ei3π/4
√3ei2π/3
Convert in z= √3+ √3i exponential form
√3
√6ei π/4
√3eiπ/4
It is done.