Top 50+ Solved Economics Quantitative Methods for Economic Analysis-I MCQ Questions Answer

From 1 to 15 of 30

Q. Which of the following is not a type of matrix?

a. square matrix

b. scalar matrix

c. trace matrix

d. term matrix

  • d. term matrix

Q. Multiplication of a matrix with a scalar constant is called?

a. complex multiplication

b. linear multiplication

c. scalar multiplication

d. constant multiplication

  • c. scalar multiplication

Q. The concept of Eigen values and vectors is applicable to?

a. scalar matrix

b. identity matrix

c. upper triangular matrix

d. square matrix

  • d. square matrix

Q. Singular matrix are?

a. non-invertible

b. invertible

c. both non-invertible and invertible

d. none of the above

  • a. non-invertible

Q. Determinant value of a singular Matrix

a. 0

b. not equal to 0

c. any value

d. none of the above

Q. The matrix which is the sum of all the diagonal elements of a square matrix?

a. diagonal matrix

b. trace matrix

c. identity matrix

d. both a and b

  • b. trace matrix

Q. _______________ is equal to the maximum number of linearly independent rowvectors in a matrix.

a. row matrix

b. rank of a matrix

c. term matrix

d. linear matrix

  • b. rank of a matrix

Q. Vectors whose direction remains unchanged even after applying linear transformationwith the matrix are called?

a. eigen values

b. eigenvectors

c. cofactor matrix

d. minor of a matrix

  • b. eigenvectors

Q. Singular Value Decomposition is some sort of generalization of _______ decomposition.

a. singular

b. eigen vector

c. eigen value

d. none of the above

  • b. eigen vector

Q. The cofactor is always preceded by a?

a. positive (+) sign

b. negative (-) sign

c. positive (+) or negative (-) sign

d. with decimal

  • c. positive (+) or negative (-) sign

Q. What is the transpose of cofactor matrix?

a. inverse matrix

b. singular matrix

c. non singular matrix

d. ad joint of a matrix

  • d. ad joint of a matrix

Q. Rank of a matrix

a. highest non negative minor

b. highest negative minor

c. both a and b

d. highest non zero minor

  • d. highest non zero minor

Q. f(x) = 3x3 - 4x2 + 10 implies

a. f (1) = 10

b. f \(x) = 9x2 - 8x + 10

c. f \\(x) = 18x – 8

d. f \(2) = 20

  • c. f \\(x) = 18x – 8

Q. f (x) = 1og x , F’(x) =

a. 2x

b. 1/2x

c. 1/x

d. x

  • c. 1/x
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