Complex Analysis MCQs deal with Logarithmic Functions Are, Fundamental Period Of Coshz Is, F(Z) = 1/Z-2 At Z = 2 It Possess A Singularity, Periodicity Of The Exponential Function Does Not Appear In, SinZ And CosZ Are Analytic In, Fundamental Period Of Sinhz Is, |Z|2 >, Product Of Two Conjugate Complex Numbers Is, The Value Of Log(-1) Is, If Ez =1 Then Z Is, Singularities Of Finite Order Is, F(Z) = 1/Z-4 Has Singularity At Z = 0, Which One Is Meromorphic Function, A Curve Ax2 + 2hy + By2+2gx+2fy+C =0 Is An Ellipse If, All Polynomials Are, Every Entire Bounded Function Is, By Cauchy’s Inequality Theorem |F N (A)| ≤ , X = Acosa And Y = Bsina Give The Locus Of, Log( Z) Is, The Value Of 3log(I) Is:
Complex Analysis MCQs
The value of 3log(i) is.
A. – πi/2
B. πi
C. 1
D. 3πi/2
View AnswerD. 3πi/2
log( z) is.
A. Multivalued
B. Single valued
C. Non-isolated
View AnswerA. Multivalued
x = acosa and y = bsina give the locus of.
A. Circle
B. Ellipse
C. Straight line
D. None of these
View AnswerB. Ellipse
By Cauchy’s Inequality Theorem |f n (a)| ≤ .
A. N!/rn
B. M n!/rn
C. M/rn
D. N!/r
View Answer B. M n!/rn
Every entire bounded function is.
A. Meromorphic
B. Analytic
C. Constant
D. Imaginary
View AnswerA. Meromorphic
All Polynomials are.
A. Continuous function
B. Discontinuous function
C. Entire function
View AnswerC. Entire function
A curve ax2 + 2hy + by2+2gx+2fy+c =0 is an ellipse if .
A. h2 − ab= 0
B. h2 − ab˃0
C. h2 − ab˂0
D. h2 + ab≤0
View AnswerC. h2 − ab˂0
Which one is Meromorphic function.
A. Cosz
B. Ez
C. None of these
View AnswerC. None of these
f(z) = 1/z-4 has singularity at z = 0.
A. Isolated
B. Non-isolated
C. None of these
D. Non- removable
View AnswerC. None of these