This question evaluates understanding of discrete probability and binomial models for independent Bernoulli trials, testing the ability to compute the probability that a limited resource meets random demand.
What is the probability that the two muffins suffice for all remaining customers (i.e., there is no customer who wants a muffin after muffins are depleted)?
Hint: This is equivalent to “no more than 2 of the 5 customers want a muffin.”
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