If `P(A)=(6)/(11), P(B)=(5)/(11)` and `P(A cup B)=(7)/(11)`,find `P(A cap B)`

If P(A)=(6)/(11), P(B)=(5)/(11) and P(A cup B)=(7)/(11) , find P(B|A)

If P(A)=(6)/(11), P(B)=(5)/(11) and P(A cup B)=(7)/(11) , find P(A/B)

A and B are two events, not mutually exclusive, connected with a random experiment E. If P(A)=(1)/(4), P(B)=(2)/(5) and P(A cup B) =(1)/(2) , find the values of the following probabilities : (i) P(A cap B) (ii) P (A cap B^(c )) (iii) P(A^(c ) cup B^(c ))

If P(A)=(7)/(13), P(B)=(9)/(13) and P(A cap B)=(4)/(13) , evaluate P(A|B).

If P(A)=(2)/(3),P(B)=(1)/(2) and P(A cap B)=(1)/(6) , find the value of P(A cup B), P(A//B), P(B//A), P(A cap B^(c )), P(A^(c ) cap B^(c )) and P(A^(c ) cup B^(c ))

If A and B are two events such that P(A) =(1)/(4), P(B) = (1)/(2) and P(A cap B) = (1)/(8) , find P (not A and not B).

If P(A)=(2)/(3), P(B)=(1)/(2) and P(A cup B) =(5)/(6) , then the events A and B are -

A and B are two events, not mutually exclusive, connected with a random experiment E. if P(A) = (1)/(4), P(B) = (2)/(5) and P(A cup B) = (1)/(2) , Find the values of the following probabilites : P(A cap B^( c) ) Where c stands for the complement.

A and B are two events, not mutually exclusive, connected with a random experiment E. if P(A) = (1)/(4), P(B) = (2)/(5) and P(A cup B) = (1)/(2) , Find the values of the following probabilites : P(A^( c) cup B^( c)) Where c stands for the complement.

A and B are two events, not mutually exclusive, connected with a random experiment E. if P(A) = (1)/(4), P(B) = (2)/(5) and P(A cap B) = (1)/(2) , Find the values of the following probabilites : P(A cup B)