MTH501 FINAL TERM IMPORTANT MCQS 2023

by
47
Created on By Dilawar

MTH501 Final term important mcqs 2023

1 / 20

linear equation 0x+0y=5 has

2 / 20

dimensions of zero vector space {0} is

3 / 20

Rank of a zero matrix of any order is

4 / 20

Determinant of a non-invertible(singular) matrix always

5 / 20

Matrix is diagonalizable.

6 / 20

Let W = {(x, y) such that x, y in R and x = y}. Is W a vector subspace of plane.

7 / 20

The Jacobi’s method is a method of solving a matrix equation on a matrix that has no zeros along its main diagonal.
Select correct option:

8 / 20

If the absolute value of each diagonal entry exceeds the sum of the absolute values of the other entries in the same
row then a matrix A is called:

9 / 20

The Gauss-Seidel method is applicable to strictly diagonally dominant matrix.

10 / 20

If A is strictly diagonally dominant, then A is _________.

Also Read:  MGT502 FINAL TERM IMP MCQS 2023

11 / 20

If two rows or columns of a square matrix are identical, then det (A)wil be _______.

12 / 20

Which one is not the axiom for vector space?

13 / 20

For any 3×3 matrix A where det (A) = 3, then det (2A) = ________.

14 / 20

Which of the following is the volume of the parallelepiped determined by the columns of A
where A is a 3 x 3 matrix?

15 / 20

The Jacobi’s method is a method of solving a matrix equation on a matrix that has no zeros along
its main diagonal.

16 / 20

A matrix has not the same determinant if we add a multiple of a column to another column.

17 / 20

At what condition the Cramer’s formula is valid for linear systems?

18 / 20

If a multiple of one row of a square matrix A is added to another row to produce a matrix B, then
which of the following condition is true?

Also Read:  MGT402 FINAL TERM IMP MCQS 2023

19 / 20

By using determinants, we can easily check that the solution of the given system of linear
equation exits and it is unique.

20 / 20

While using the Cramer’s rule, if determinant D = 0, and other determinant is not zero then how
many solutions are there?

Your score is

The average score is 63%

LinkedIn Facebook Twitter VKontakte
0%

Virtual university MTH501  Final term exams 2023 preparation

How to Prepare.

Preparing for the Virtual University final term exams in 2023 requires diligent and strategic preparation, with a particular emphasis on MTH501 final term MCQs. To excel in these exams, students should allocate sufficient time to practice and familiarize themselves with a broad range of multiple-choice questions. By dedicating ample time to  MTH501 MCQs, students can enhance their understanding of the subject and increase their chances of achieving favorable results in the final exam. Utilizing various resources, such as previous years’ question papers, online forums, and virtual study groups, can provide valuable insights and help students identify common patterns or topics frequently tested in MTH501 MCQs. Additionally, engaging in regular self-assessment and mock tests centered around MTH501 MCQs can effectively measure one’s progress and pinpoint areas that require further attention, leading to a comprehensive exam preparation strategy.

Also Read:  ECO401 FINAL TERM IMP MCQS 2023

Vu final term preparation 2023.

In summary, the key to preparing for the Virtual University final term exams in 2023 lies in a focused and thorough approach to  MTH501 final term MCQs. By prioritizing this aspect of the exam, students can strengthen their grasp on the subject matter and significantly enhance their chances of success. Consistent practice, utilization of available resources, and regular self-assessment are essential elements that contribute to a well-rounded and effective exam preparation strategy. By following these guidelines, students can approach their final term exams with confidence and maximize their performance in MTH501 MCQs.

Leave a Comment