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Mth501 All Current Mid Term Papers Spring 2013 (25 May 2013 ~ 06 June 2013) at One Place

All Current Mid Term Papers Spring 2013 (25 May 2013 ~ 06 June 2013) at One Place

From 25 May 22, 2013 to 06 June 2013 Spring 2013

Current Mid Term Papers Spring 2013 Papers, May 2013 Mid Term Papers, Solved Mid Term Papers, Solved Papers, Solved Past Papers, Solved MCQs

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mera 9 bjay jo mth501 ka paper hua hy wo kafi easy tha.
determinatns k mcqz that
how to find AB
A transpose aya tha
A inverse and B inverse poof
5 no LU decomposition
5 no Q guassian method
x1 x2 values find 3 marks..
prepare and do Q by hand...
wish you all best of luck

thnx for sharing .... kya ye past papers mein se tha?

thnx for sharing .... kya ye past papers mein se tha?

 

May – June 2013 - MidTerm

Aaj ka paper MTH501

 

SUBJECTIVE QUESTIONS attachment main hain :)

Attachments:

Koi is ka thora sa solution post karay to sub ko help milay gi :)

May – June 2013 - MidTerm

Aaj ka paper MTH501

 

OBJECTIVE QUESTIONS attachment main hain :)

Attachments:

Anyone is welcome to post the solution :)

Thanks for sharing..any body else who done this paper kindly share here..Thanks again

 

May – June 2013 - MidTerm

Aaj ka paper MTH501

 

OBJECTIVE

1

Which of the following is the coefficient matrix

for the system?

  • Parallel and distinct
  • Intersecting
  • Coincident
  • Perpendicular

2

If a system of linear equations is inconsistent then it has ______

  • Infinite solutions
  • Finite solutions
  • Unique solution
  • No solution

 

 3

Two simultaneous linear equations in two variables have no solution if their corresponding lines are _______.

 

4

Which of the following is true for the matrix

  • It is an identity matrix
  • It is in reduced echelon form
  • It is in echelon form
  • It is a rectangular matrix

5

Which of the following is the simplified form of

-1 [-1  2] + [2  3]?

 

6

If v1=(2,2,2), v2=(0,0,3), and v3=(0,1,1)

span R3 , then which of the following is true for any arbitrary

  • (0,1,1) = k1(b1,b2,b3)+k2(2,2,2)+k3(0,0,3)
  • (b1,b2,b3) = k1(2,2,2)+k2(0,0,3)+k3(0,1,1)
  • (0,0,3) = k1(2,2,2)+k2(b1,b2,b3)+k3(0,1,1)
  • (0,1,1) = k1(2,2,2)+k2(0,0,3)+k3(b1,b2,b3)

7

If a homogeneous system Ax=0 has a trivial

Solution, then which of the following is (are) the

Value(s) of the vector x?

  • -1
  • 0
  • 1
  • 2

8

Which of the following is true?

  • {v1,v2,v3} is linearly dependent
  • {v1,v2,v3} is linearly independent
  • The vector equation has trivial solution

9

Since every linear transformation

is actually a matrix transformation, then which of the following is the alternate notation for the transformation?

10

If T be a transformation, then which of the following is true for its linearity?

  •  where ‘c’ and ‘d’ are scalars
  •  where ‘c’ and ‘d’ are scalars
  •  where ‘c’ and ‘d’ are scalars
  •  where ‘c’ and ‘d’ are scalars

11

If and , then which of the following is true for A and B?

  • A and B are equal matrices
  • A is the transpose of B
  • B is the transpose of A
  • B is the multiplicative inverse of A

12

Which of the following id true for the matrix

  • Identity matrix
  • Elementary matrix
  • Rectangular matrix
  • Singular matrix

13

If the matrix is partitioned into square sub-matrices, then

Which of the following is true for matrix A?

  • Block diagonal matrix
  • Block upper triangular matrix
  • Diagonal-constant matrix
  • Partitioning is not possible in the matrix A

 

14

If A is a matrix of order m x n, then which of the following is true for LU factorization of A?

  • The order of L is m x m and the order of U is m x n
  • The order of L is m x p and the order of U is p x n
  • The order of both L and U is m x m
  • The order of both L and U is m x n

15

If  and factorization of A is LU, then

Which of the following pair of equations can

be used to solve  for the value of ‘’?

16

If a system of equations is solved using the Jacobl’s method, then which of the following is NOT true about the matrix M that is derived from the coefficient matrix?

  • All of its entries below the diagonal must be zero
  • All of its entries above the diagonal must be zero
  • It may or may not be invertible
  • It is a non-singular matrix

17

If , then which of the following is

  • ad+bc
  • ad-bc
  • bc+ad
  • bc-ad

 

18

If  then which of the following is the value of det(A)?

  • 3
  • 10
  • 12
  • 24

 

19

If then which of the following is the value of det(A)?

  • k
  • k-1
  • 1
  • k+1

20

Let  and the null space of A is a subspace of Ek , then which of the following is value of k?

  • 1
  • 2
  • 3
  • 4

 

determinatns k mcqz that
how to find AB
A transpose aya tha
A inverse and B inverse poof
5 no LU decomposition
5 no Q guassian method
x1 x2 values find 3 marks..


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