1 |
The domain of R = {(0,2),(2,3),(3,3)(3,4)} is. |
{0,3,4}
{0,2,3}
{0,2,4}
{2,3,4}
|
2 |
If number of elements in se A is 3 and in set B is 2, then number or binary relations in A x B is. |
3
4
7
12
|
3 |
if A and B are disjoint sets , then A∪ B is equal to. |
A
B
∅
B∪ A
|
4 |
(A∪B)∪C is equal to |
A∩ (B∪C)
(A∪B)∩C<p class="MsoNormal"><!--[endif]--><o:p></o:p></p>
A∪(B∪C)
A∩ (B∩C)
|
5 |
If A⊆ B then A - B is equal to |
A
B
∅
|
6 |
If A⊆ B then A∪ B is equal to |
A
B
∅
None of these
|
7 |
The number of element in power set {1.2.3} is. |
4
8
6
9
|
8 |
Power set of an empty set is. |
∅
{a}
{∅,{a}}
{∅}
|
9 |
The set having only one element is called. |
Null set
Power set
Singleton set
Subset
|
10 |
The set {x/x∈W ^x≤ 101} is.
|
Infinite set
Sub set
Null set
Finite set
|
11 |
A set with no element is called. |
Subset
Empty set
Singleton set
Super set
|
12 |
The different number of way to describe a set are. |
1
2
3
4
|
13 |
A collection of well-defined distinct objects is called. |
subset
Power set
Set
None of these
|
14 |
Formula of variance is group data is: |
|
15 |
When the number of observations of a set of data is even then the median formula is: |
|