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Matrix - I

Total questions: 10

Worksheet time: 6mins

Name
Class
Date
1.

Matrix is _____________________.

a)

arrangement of numbers

b)

rectangular arrangement of numbers in the form of rows and columns

c)

arrangement of numbers in the form of sequence

d)

sequential arrangement of numbers in patterns

2.

The given matrix is ___________ matrix.

a)

Upper triangular

b)

Lower triangular

c)

Diagonal

d)

Scalar

3.

Matrix A is upper triangular matrix if ________________.

a)

elements below the diagonal has to be zero and above the diagonal has to be non-zero

b)

elements below the diagonal has to be non-zero and above the diagonal has to be zero

c)

elements below the diagonal has to be zero

d)

elements above the diagonal has to be non-zero

4.
Subtract
a)
-5
-8
3
10
b)
-9
8
3
2
c)

-9

-8

3

10

d)
-5
8
3
2
5.
What must be true in order to ADD two matrices?
a)

Both matrices must be square matrices

b)

The dimensions of both matrices must be equal.

c)

The determinant of both matrices can't be 0.

d)

The column of the 1st matrix must equal the row of the 2nd matrix

6.

[ 1 4 -5

-4 5 9.1

5 -9.1 -2]

The above matrix is ___________.

a)

Skew-symmetric

b)

Anti-symmetric

c)

Symmetric

d)

None of these

7.

The no. of possible matrices of order 3 by 3 with each entry 0 or 1 is

a)

27

b)

19683

c)

81

d)

512

8.

Which is not always a square matrix?

a)

Scalar Matrix

b)

Diagonal

c)

Zero

d)

Identity

9.

If two matrices have same order then they can be ____________.

a)

Only be added

b)

Only be subtracted

c)

Only be multiplied

d)

Can be added, subtracted, multiplied

10.

If A x B = Zero matrix then

a)

A must be zero matrix

b)

Both A and B are zero matrices

c)

Either A or B must be zero matrix

d)

Neither A nor B need to be zero matrices