A mobile phone company finds the lifespan for one brand of its mobile phones is normally distributed with a mean of 48,400 hours (approx, 5.5 years) and a standard deviation of 5000 hours. A.) If the manufacturer is willing to replace no more than 10% of the mobile phones, what should be the approximate number of hours for a warranty? Answer in

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
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A mobile phone company finds the lifespan for one
brand of its mobile phones is normally distributed with
a mean of 48,400 hours (approx, 5.5 years) and a
standard deviation of 5000 hours.
A.) If the manufacturer is willing to replace no more
than 10% of the mobile phones, what should be the
approximate number of hours for a warranty? Answer in
whole number.
B.) What is the probability that a mobile phone will last
between 36,400 hours and 44,400 hours? Answer in
four decimal.
C..) What is the probability that a mobile phone will last
at least 55,900 hours? Answer in four decimal.
Transcribed Image Text:A mobile phone company finds the lifespan for one brand of its mobile phones is normally distributed with a mean of 48,400 hours (approx, 5.5 years) and a standard deviation of 5000 hours. A.) If the manufacturer is willing to replace no more than 10% of the mobile phones, what should be the approximate number of hours for a warranty? Answer in whole number. B.) What is the probability that a mobile phone will last between 36,400 hours and 44,400 hours? Answer in four decimal. C..) What is the probability that a mobile phone will last at least 55,900 hours? Answer in four decimal.
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