A battery lifetime is approximately normally distributed with a mean life time of 400 hours with a standard deviation of 75 hours. a) Use the Empirical Rule to draw out the normal distribution. b) What percent of batteries last between 250 and 475 hours? c) What percent of batteries last less than 250 hours? d) What battery life is the highest 2.5%?

MATLAB: An Introduction with Applications
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A battery lifetime is approximately normally distributed with a mean life time of 400 hours with a
standard deviation of 75 hours.
a) Use the Empirical Rule to draw out the normal distribution.
b) What percent of batteries last between 250 and 475 hours?
c) What percent of batteries last less than 250 hours?
d) What battery life is the highest 2.5%?
Transcribed Image Text:A battery lifetime is approximately normally distributed with a mean life time of 400 hours with a standard deviation of 75 hours. a) Use the Empirical Rule to draw out the normal distribution. b) What percent of batteries last between 250 and 475 hours? c) What percent of batteries last less than 250 hours? d) What battery life is the highest 2.5%?
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