Answer:
Step-by-step explanation:
P(C)=0.039, P(M∩C)=0.035, P(M∪C)=0.491
(a) P(C′) = 1 - P(C) = 1 - .039 = .961
b ) P(M) = .487
c ) P(M′) = 1- .487 = .513
d ) P(M′∩C′) = 1 - (P(M∪C) = 1- .491 = .509
e ) P(C∩M′) = P(C) - P(M∩C) = .004
f ) P(C∪M′) = .452.