Question

3. If A = {p,q,r,s}, B = {m, n,q,s,t} and C= {m,n,p,q,s}, then verify
of union of sets.
4. Verify the associative property of intersection of sets for A = {-11
, V2,
B = {V3, V5,6,13} and C = {V2, 13, 15,9).
5. If A={x:x=2", ne Wand n<4}, B = {x:x=2n, ne N and n S4} a
C = {0,1,2,5,6), then verify the associative property of intersection o
1.6.3 Distributive Property
In lower classes, we have studied distributive property of multiplicati
on numbers. That is, a x(b + c) = (a x b) + (a x c). In the same way we can d
properties on sets.
oth standar
Aathematics​

Answer 1

Answer:

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