Answer:
AUB is the set of elements which are in A
or B or in both
AnB is the set of all elements common to
both A and B
A is the set of all elements which are not
in A
Bis the set of all elements which are not
in B
U-a, b, c, d, e, f, g, h}
A-b, d, f, h) and B=[a, d, e, h)
1. A a, C, e, 9j
2.B' =[b, cC, f, g
3. AUB= [a, b, C, e, t, g}
4. A' n B =[c, g}
5. AUB (a, b,d, e, f, h}
(AUB)'= [c, g)
6. AnB (d, h}
(AnB) = [a, b, c, e, f. g}
7.(A) [b, d, f, h}
8. (B [a, d, e, h)
