Complex NumbersHardBloom L3
Question
Let z, w be complex numbers such that
and arg zw = π. Then arg z equals
and arg zw = π. Then arg z equalsOptions
A.

B.

C.

D.

Solution
Here ω =
⇒ arg
= π ⇒ 2 arg(z) - arg(i) = π ⇒ arg(z) = 
⇒ arg
= π ⇒ 2 arg(z) - arg(i) = π ⇒ arg(z) = 
Create a free account to view solution
View Solution FreeMore Complex Numbers Questions
The amplitude of sin is-...The set of values of a ∈ R for which x2 + i(a - 1) x + 5 = 0 will have a pair of conjugate imaginary roots is...On the arg and plane, let α = -2 + 3z , β = -2 - 3z & | z | = 1. Then the correct statement is -...=...If z = x + iy and amp , then locus of z is -...