Answer Happy

Please help solve and explain how to do these problems.
(included imaging of problem)
(a) If P(E)=0.6 and P(F)=0.4 and E and F are mutually exclusive,
fine P(E and F).
(b) P(E) =0.5 and P(F)=0.3 and E and F are independent, find P(E
U F)
(c) P(F)=0.9 and P(E|F)=0.36 and E and F are independent, find
P(E)
(d) P(E)=0.4 and P(E or F)=0.9 and E and F are independent, find
P(F)
(e) P(E)=0.4 and P(F|E)=0.5, find P(E and F)
(f) P(E)=0.6 and P(E and F)=0.3, find P(F|E)
(g) P(E)=0.3 and P(F)=0.4 and E and F are independent, fine
P(E|F)
If P(E) = .6 and P(F) = .4 and E and F are mutually exclusive, find P(E and F). If P(E)=.5 and P(F)=.3 and E and F are independent, find P(E U F). If P(F)=9 and P(E |F)=.36 and E and F are independent, find P(E). If P(E)=.4 and P(E or F) =.9 and E and F are independent, find P(F). If P(E)= .4 and P(FE) = .5, find P(E and F). If P(E) = .6 and P(E and F)=.3, find P( FE). If P(E )= .3 and P(F) = .4 and E and F are independent, find P(EF). =