The number of customer you expect to pay with a credit card will be 51 customers.
Binomial distributions consist of n independent Bernoulli trials.
The expected value will be
E(X) = np
Ian owns a small business selling used books.
He knows that in the last week 122 customers paid cash, 14 customers used a debit card, and 4 customers used a credit card.
If next week, he is expecting 1800 customers.
Then the number of the customer you expect to pay with a credit card will be
n = 1800
The probability of the customer who pays with a credit card will be
p = 4/140
p = 0.02587
Then the expected value will be
E(x) = 1800 x 0.02587
E(x) = 51.42
E(x) ≅ 51
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