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If any two sets A and B, (A cup B)' cup(...

If any two sets A and B, `(A cup B)' cup(A'cup B)` =

A

a)A

B

b)B

C

c)A'

D

d)B'

Text Solution

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Knowledge Check

  • For any two nonempty sets A and B , (Acup B)' cup (A'cap B) is equal to

    A
    A'
    B
    B'
    C
    `phi`
    D
    `A' cup B'`

  • If A and B are two sets then ( A-B) cup (B-A) cup (A cap B) is equal to

    A
    `A cup B`
    B
    `A cap B`
    C
    A
    D
    B'

  • If A and B are two events and P(A cup B)=(5)/(6), P(A cap B)=(1)/(3) and P(B^(c ))=(1)/(2) then A and B are -

    A
    dependent
    B
    independent
    C
    mutually exclusive
    D
    none of these

    • Similar Questions

    Explore conceptually related problems

    For any two sets, show that (A cap B) cup (A - B)= A .

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

    For any two events A and B prove that, P(A cup B) le P(A) + P(B)

    For any two events A and B prove that P(A cup B) le P{A) + P (B) .

    For any two sets P and Q, if P capQ = P cup Q then

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