The daily sales at the campus bookstore throughout the school year have a probability distribution that is approximately normal with mean = $1530 and standard deviation = $120. The bookstore must have a monthly average of at least $1500 to break even. Assuming a month has 30 days, what is the probability that, for a given month, the bookstore breaks even? That is, find P(>1500)

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The daily sales at the campus bookstore throughout the school year have a probability distribution that is approximately normal with mean = $1530 and standard deviation = $120. The bookstore must have a monthly average of at least $1500 to break even. Assuming a month has 30 days, what is the probability that, for a given month, the bookstore breaks even? That is, find P(>1500)

Note: round your answer to TWO DECIMAL places.

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