A research group gathers data on the lifetimes of light bulbs (exciting, I know). The find the average lifetime of a light bulb to be 830.7 hours with a standard deviation of 85.2 hours. Assuming a Gaussian distribution in the data, what is the probability (given in percent) of a light bulb have a lifetime of greater 890.0 hours? Report your answer in a percentage to the 1/100ths place.

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A research group gathers data on the lifetimes of light bulbs (exciting, I know). The
find the average lifetime of a light bulb to be 830.7 hours with a standard deviation
of 85.2 hours.
Assuming a Gaussian distribution in the data, what is the probability (given in
percent) of a light bulb have a lifetime of greater 890.0 hours?
Report your answer in a percentage to the 1/100ths place.
Transcribed Image Text:A research group gathers data on the lifetimes of light bulbs (exciting, I know). The find the average lifetime of a light bulb to be 830.7 hours with a standard deviation of 85.2 hours. Assuming a Gaussian distribution in the data, what is the probability (given in percent) of a light bulb have a lifetime of greater 890.0 hours? Report your answer in a percentage to the 1/100ths place.
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