Complex NumbersHard
Question
Which of the following complex numbers lies along the angle bisectors of the line -
L1 : z = ( 1 + 3λ) + i(1 + 4λ)
L2 : z = ( 1 + 3μ) + i(1 + 4μ)
L1 : z = ( 1 + 3λ) + i(1 + 4λ)
L2 : z = ( 1 + 3μ) + i(1 + 4μ)
Options
A.
+ i
+ iB.11 + i
C.1 - 
D.5 - 3i
More Complex Numbers Questions
Modulus of a non-zero complex number z, satisfying z + = 0, || - 4zi = z2 is -...If | z | = 3, then point represented by 2 − z lie on the circle -...The square root of 8 − 6i is -...If ω is an imaginary cube root of unity, then (1 + ω - ω2)7 is equal to...If (a + ib)5 = α + iβ , then (b + ia)5 is equal to...