Suppose that S is a sample space of an experiment, E and F are events of the experiment, and P is a probability function. Give the meaning of each of the following statement: a. P ( E ) = 0 b. P ( F ) = .5 c. P ( S ) = 1 d. P ( E ∪ F ) = P ( E ) + P ( F ) − P ( E ∩ F )
Suppose that S is a sample space of an experiment, E and F are events of the experiment, and P is a probability function. Give the meaning of each of the following statement: a. P ( E ) = 0 b. P ( F ) = .5 c. P ( S ) = 1 d. P ( E ∪ F ) = P ( E ) + P ( F ) − P ( E ∩ F )
Solution Summary: The author explains the meaning of the statement P(E)=0.
Suppose that
S
is a sample space of an experiment,
E
and
F
are events of the experiment, and
P
is a probability function. Give the meaning of each of the following statement:
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