A company produces a type of fruit-filled chocolate called Choc-pricots. They are produced on an automated assembly line that can result in imperfect Choc-pricots. (a) The probability is 0.15 that a Choc-pricot randomly selected off the assembly line is imperfect. Use the binomial distribution to determine the probability that, in a random sample of 80 Choc-pricots: (i) exactly 6 Choc-pricots will be imperfect. (ii) more than 20 Choc-pricots will be imperfect.

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