Let z1 and z2 be two complex numbers with
a and B as their principal arguments, such
that a +B>. Then principal arg(z,z2) is
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answer= principal are (Z1 Z2)
= a + b is equal to 2 n π
= a + b π
Step-by-step explanation:
let Z1 and Z2 B2 complex number with A and B as their principal argument such that a + b<π, then principal are (z1 z2) is given by
A+B+π
a+b-π
a+b
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