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1. If A and B are two sets, then A U (AB)’ is equal to
a. A
b. B
c.
d. None of these
2. Let A and B are 2 sets then
a. AB
A
B
b. A B
AUB
c. AB=AUB
d. None of these
3. If A is any set then
a. AUA’=
b. AUA’=U
c. AA =U
d. None of these
4. Two sets A,B are disjoint If :
a. AUB=
b. AB
c. AB=
d. None of these
5. If A B then AUB is equal to
a. A
b. BA
c. B
d. None of these
6. If A={2,3,4,8,10} B={3,4,5,10,12} C={4,5,6,12,14}, Then (AUB) (AUC) is equal to
a. {2,3,4,5,8,10,12}
b. {2,4,8,10,12}
c. {3,8,10,12}
d. {2,8,10}
7. If A and B are disjoint, then (AUB) is equal to
a. n(A)
b. n(B)
c. n(A)+n(B)
d. n(A).n(B)
8. If n(A)=3 and n(B)=6 and A B, then the no. of elements in AUB is equal to
a. 3
b. 9
c. 6
d. None of these
9. Let A and B be the subsets of set X, then
a. A-B=AUB
b. A-B=A B
c. A-B=A’B
d. A-B=AB’
10. If A,B and C are any three sets, then A×(BC) is equal to
a. (A×B)U(A×C)
b. (A×B)(A×C)
c. (AUB)×(AUC)
d. none of these
11. If A,B and C are three sets then A-(BUC) is equal to
a. (A-B)U(A-C)
b. (A-B)(A-C)
c. (A-C)UC
d. (A-B)C
12. If A,B and C are three sets, then AB(BUC) is equal to
a. (AUB)(AUB)
b. (AB)U(A
C)
c. (AUB)U(AUC)
d. None of these
13. Let S={0,1,5,4,7}. Then the total no. of subsets S is
a. 64
b. 32
c. 40
d. 20
14. A={x: x x} represents
a. {0}
b. {}
c. {1}
d. {x}
15. The diagram below show that
a. f is a function from A to B
b. f is a function from B to A
c. f is function from A onto B
d. f is not a function
16. let f : (-1,1)àB be a function defined by f(x)=tan 2x/1-x2 then f is both one-one and onto when B is the interval
a. [-/2,
/2]
b. (-/2,
/2)
c. (0,/2)
d. [0,/2]
17. Let R={(3,3),(6,6),(9,9),(12,12),(6,12),(3,9),(3,12),(3,6)} be a relation on the set A={3,6,9,12}. The relation is
a. An equivalence relation
b. Reflexive and symmetric only
c. reflexive and transitive only
d. reflexive only
18. A relation R on a set A is called an equivalence relation if
a. It is reflexive
b. Its symmetric
c. its transitive
d. its reflexive , transitive and symmetric
19. Which of the following is true?
a. 3 {1,3,5}
b. 3 є {1,3,5}
c. {3} є {1,3,5}
d. {3,5} є {1,3,5}
20. If A B than
a. A’ B’
b. A’ = B’
c. B’ A’
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