Complex Analysis mutiple choice questions MCQs with answers

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Soultion of Book differential equation Boundary Value Problem &th Editions By DG ZILL

complex analysis mcqs with answers

Complex Analysis multiple choice questions MCQs consist of multiple choice questions. In these multiple choice questions, there are 61 questions. All the MCQs are very important according to every competitive examination point of view. Attempt these multiple choice questions check your answers after submitting your attempts. You can also download these complex analysis multiple choice questions with answers.

3000+ Mathematics all subject MCQs with their Answeers

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    • In the past paper, there are 100 multiple choice questions. Some part of complex analysis multiple choice questions MCQs is also present. You can attempt these MCQs and match your answers with correct multiple choice questions answers. I hope you will enjoy your test.

    Complex analysis multiple choice questions with answers

    Complex Analysis MCQs

    1. Sum of four consecutive four multiple  powers of i is

     
     
     
     

    2. If C is a circle at Zo with radius r then \int_{C} (Z-Z_0)^{-1}dz=

     
     
     
     

    3. which of the following is entire function

     
     
     
     

    4. Log (i)=

     
     
     
     

    5. rcosθ + i sinθ =

     
     
     
     

    6. Product of four consecutive powers of i is

     
     
     
     

    7. If C is a circle at Zo with radius r then \int_{C} (Z-Z_0) dz=

     
     
     
     

    8. i^{n}+i^{2n}+i^{3n}+i^{4n}=\\ \forall n \in Z

     
     
     
     

    9. A function which has poles as its only singularities in the finite part of the plane is known as

     
     
     
     

    10. Product of complex number Z and conjugate is

     
     
     
     

    11. tan(ArgZ)=

     
     
     
     

    12. Let f(Z) be a complex valued function defined on a domain D s.t a ε D . If f(a)=0  then Z=a is known as

     
     
     
     

    13. If a function is not analytic at Z=a then Z=a is known as

     
     
     
     

    14. Z is purely real if and only if

     
     
     
     

    15. A curve which is simple as well as closed is known as

     
     
     
     

    16. e^{-\pi/4}+i\frac{log2}{2}=

     
     
     
     

    17. which of the following is analytic

     
     
     
     

    18. (i)^i=

     
     
     
     

    19. product of four Consecutive multiple powers of i is

     
     
     
     

    20. cos(lna)+ isin(lna)=      ?            for all a>0 then

     
     
     
     

    21. (-i)^i =

     
     
     
     

    22. e^{log(1+i)}  =

     
     
     
     

    23. If Z= x+iy then |sin z|^2=

     
     
     
     

    24. Z-\overline{Z}=

     
     
     
     

    25. Sum of consecutive four powers of i is

     
     
     
     

    26. Which formula is used for Euler’s Identity

     
     
     
     

    27. \int_{0}^{\pi} \frac{1}{Z}dz=

     
     
     
     

    28. Log i =

     
     
     
     

    29. tan^{-1}(1)=

     
     
     
     

    30. which of the following is entire function

     
     
     
     

    31. Modulus of 4+3i is

     
     
     
     

    32. which of the following is a kind of singularity

     
     
     
     

    33. A function which is analytic everywhere in a complex plane is known as

     
     
     
     

    34. Every entire bounded function is

     
     
     
     

    35. i^{4}+i^{8}+i^{12}+i^{16}=

     
     
     
     

    36. i^{15}+ i^{16}+i^{17}+i^{18}=

     
     
     
     

    37. i^{1+n}+i^{2+n}+i^{3+n}+i^{4+n}=?\,\,\,\, \forall n \in Z

     
     
     
     

    38. if Z=rcosθ+irsinθ then cosθ=

     
     
     
     

    39. If Z= x+iy then |cos z|^2=

     
     
     
     

    40. i^{16} \times i^{17} \times i^{18} \times i^{19} =

     
     
     
     

    41. Z+\overline{Z}=

     
     
     
     

    42. If Z= a+ib then Re(Z)=

     
     
     
     

    43. If C is a straight line from Z= -i to Z=i then \int_{C}|Z|dz=

     
     
     
     

    44. (-1)^{2i} =

     
     
     
     

    45. i^{n}\times i^{2n}\times i^{3n}\times i^{4n}= \\ \forall n \in Z

     
     
     
     

    46. If \int_{C} Z^n dz=0 then C is

     
     
     
     

    47. If Z is a complex number thrn log Z

     
     
     
     

    48. Which of the following is not analytic function

     
     
     
     

    49. Z is purely imaginary if and only if

     
     
     
     

    50. A Curve traced by complex valued function x=f(z) s.t f(z1)≠f(z2) for z1≠z2 then curve is known as

     
     
     
     

    51. A part of many complex valued function which is single valued and analytic is known as

     
     
     
     

    52. If Z= a + ib then Im(Z)=

     
     
     
     

    53. Let f(Z) be analytic in a simply connected domain D in a closed continuous curve then \int_{C}f(Z)dz=0 is the statement of

     
     
     
     

    54. Piece wise smooth curve is also known as

     
     
     
     

    55. Log(i-1)=

     
     
     
     

    56. A function is analytic if it is a function of

     
     
     
     

    57. tan^{-1}(1)=

     
     
     
     

    58. Conjugate of Z= 4+5i

     
     
     
     

    59. i^{1 \times n} + i^{2 \times n} +i^{3 \times n} +i^{4 \times n}=\\ \forall n \in Z

     
     
     
     

    60. Z= rcosθ+i rsinθ  is known as

     
     
     
     

    61. If C is a circle with |Z|= 2 then \int_{C}\frac{dz}{z^2-1}=

     
     
     
     




    Vector and tensor analysis mcqs with answers

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