A customer calls the customer service of the e-commerce site where he is shopping. Customer service cannot be reached as it is full 60% of the time. How likely is a customer who makes 7 calls in a row to be connected to customer service on any one call?
Binomial distribution: "P(X) = nCx p^x q^{n-x}"
Number of trials, n = 7
P(issue resolved in one hour), p = 0.60
"q = 1 - p = 0.40"
P( 7 calls in a row) = "P(7)"
"= 7C1*0.6^7*0.4^1"
= 7*0.01119744
=0.07838208
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