b.) At Big State University, 70% of incoming freshmen will graduate by the end of their first four years. If this year's incoming class consists of 1200 freshmen, i,) What is the probability that exactly 850 graduate in four years? (Give the excel formula (with numbers) and the answer.) ii.) What is the probability that at least 880 graduate in four years? (Give the excel formula (with numbers) and the answer.)

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b.) At Big State University, 70% of incoming freshmen will graduate by the end of their first four
years. If this year's incoming class consists of 1200 freshmen,
i.) What is the probability that exactly 850 graduate in four years? (Give the excel formula (with
numbers) and the answer.)
ii.) What is the probability that at least 880 graduate in four years? (Give the excel formula (with
numbers) and the answer.)
c.) Suppose that the lifetimes of a certain type of light bulb are normally distributed with a mean of
1100 hours and a standard deviation of 150 hours. Find the probability that a light bulb would last
i) At most 1260 hours?
(Give the excel formula (with numbers) and the final answer.)
ii.) Between 1000 and 1240 hours?
(Give the excel formula (with numbers) and the final answer.
Transcribed Image Text:b.) At Big State University, 70% of incoming freshmen will graduate by the end of their first four years. If this year's incoming class consists of 1200 freshmen, i.) What is the probability that exactly 850 graduate in four years? (Give the excel formula (with numbers) and the answer.) ii.) What is the probability that at least 880 graduate in four years? (Give the excel formula (with numbers) and the answer.) c.) Suppose that the lifetimes of a certain type of light bulb are normally distributed with a mean of 1100 hours and a standard deviation of 150 hours. Find the probability that a light bulb would last i) At most 1260 hours? (Give the excel formula (with numbers) and the final answer.) ii.) Between 1000 and 1240 hours? (Give the excel formula (with numbers) and the final answer.
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