Small power surges (510 volts) occur in a residence an average of 50 times in a 24-hour

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Small power surges (5–10 volts) occur in a residence an average of 50 times in a 24-hour period.

(a) What is the approximate normal probability of at least 60 small power surges in a randomly chosen 24-hour period?

(b) Of fewer than 35 small power surges?

(c) Use Excel to calculate the actual Poisson probabilities. How close were your approximations?

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