Suppose that a salesperson succeeds in making a sale with three in every 4 potential customers contacted. a particular week 5 new potential customers are conducted.
What is the probability read the salesperson will succeed in making at least 4 sales?
"P=\\dfrac{3}{4}=0.75"
Given distribution is a binomial distribution
"X\\sim bin(5,0.75)"
Probability that the salesperson will succeed in making at least 4 sales-
"P(X\\ge 4)=1-P(X>4)"
"\\\\=1-P(X=5)\\\\[9pt]=1-^5C_5(0.75)^5(0.25)^0\\\\[9pt]=1-0.2373=0.7626"
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