Draw a Venn-diagram to show the relationship between two overlapping sets A and B. Now shade the region representing :
(i) `A cap B`, (ii) `A cup B`, (iii) B-A

Two sets A and B are such that A cap B = pi . Draw a Venn-diagram to show the relationship between A and B. Shade the region representing : (i) A cup B , (ii) (A cup B)' , (iii) B-A, (iv) B cap A'

Draw a Venn-diagram to show the relationship between sets A and B , such that A sube B . Now shade the region representing : (i) A cup B , (ii) B' cap A , (iii) A cap B , (iv) (A cup B)'

For two overlapping sets A and B, draw Venn-diagrams to represent the set

Draw the venn diagram to represent (i) A cap (B-A)' (ii) A cup B(B cap A)'

If A and B are two sets such that A sube B , then find (i) A cup B (ii) A cap B .

Prove (A cap B)'=(A' cup B')

The adjoining diagram shows a relation between the set A and B. Write this relation (i) In roster form (ii) In set builder form

From the given diagram find: (i) A cup B (ii) A' cap B (iii) A-B (iv) B-A (v) (A cup B)'

For any two sets A and B, prove that : (i) (A capB)cup(A-B)=A (ii) A cup(B-A)=A cupB .

If A =factors of 24} and B={factors of 36}, find, (i) A cap B , (ii) A cup B