Shade the following sets :
`(A cup B) cap (A cup C)`

Shade the following sets : (A cap B) cup (A cap C)

Shade the following sets : A' cap B'

For any two sets A,B prove that following : , (A cup B) cap (A cup B') = A

If sets A =[-4,1] and B=[0,3), then find the following sets: (a) A cap B " (b) "A cup B " (c ) "A-B (d) B-A " (e ) "(A cup B)' " (f) " (A cap B)'

For sets A and B prove the following using the properties of sets : (A cup B) cap (A cup B') = A

Consider the following sets: A= set ofnaturai numbers which are multiples of 2 B= set ofnaturai numbers which are multiples of 3 C= set ofnaturai numbers which are multiples of 5 Then find the following set (i) A cup B (ii) B cup C (iii) A- B (iv) B-C (v)A cap C (vi) A cap B cap C (vii) ( A cup B )- C

Draw venn diagram to represent the following set : (A cup B)-C .

For any three sets A , B and C prove the followings : (AcupB)-C=(A-C) cup(B-C)

For any three sets A,B,C prove that following , A cup B = (A-B) cup (B-A) cup (A cap B)

For any two sets A and B, prove the following : (A cupB)-(AcapB)=(A-B)cup(B-A)