One of the basic requirements of probability is A)for each experimental outcome E_i,we must have P(E_i)1 B)P(A)= P(A^c)- 1 C)if there are k experimental outcomes,then $\Sigma$P(E_i)= 1 D) $\Sigma$P(E_i)1

Name: One of the basic requirements of probability is A)for each experimental outcome E i ,we must have P(E i )1 B)P(A)= P(A c )- 1 C)if there are k experimental outcomes,then $\Sigma$P(E i )= 1 D) $\Sigma$P(E i )1
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The sum of probabilities of all possible experimental outcomes must equal 1.

One of the Basic Requirements of Probability Is A)for Each Σ\SigmaΣ

One of the Basic Requirements of Probability Is
A)for Each $\Sigma$