Complex NumbersHard
Question
sin-1
, where z is nonreal, can be the angle of a triangle if
Options
A.Re(z) = 1, Im(z) = 2
B.Re(z) = 1, 0 < Im (z) ≤ 1
C.Re(z) + Im(z) = 0
D.none of these
Solution
sin-1
should exists and must be positive
x = 1 0 < y ≤ 1
x = 1 0 < y ≤ 1
Create a free account to view solution
View Solution FreeMore Complex Numbers Questions
On the arg and plane, let α = -2 + 3z , β = -2 - 3z & | z | = 1. Then the correct statement is -...The origin and the roots of the equation z2 + pz + q = 0 form an equilateral triangle if -...If z1 and z2 are two conjugate complex numbers and amp(z1) = θ , then amp (z1) + amp (z2) and amp (z1 / z2) are equ...The real and imaginary parts of are-...If z satisfies the inequality |z - 1 - 2i| ≤ 1, then...