The number of read/write cycles that a given brand of USB stick can undergo before becoming unusable is normally distributed with a mean of 1867518675 and a standard deviation of 21602160. What is the probability, to 3 decimal places, that the number of usable read/write cycles of a USB stick is between 16675 and 20675? To the nearest integer, what number of read/write cycles will only be exceeded by 5% of USB sticks?  An office purchases 108 USB sticks for its employees. What is the probability (to 3 decimal places) that the average number of usable cycles for these 108 USB sticks is less than 18275?

MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
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The number of read/write cycles that a given brand of USB stick can undergo before becoming unusable is normally distributed with a mean of 1867518675 and a standard deviation of 21602160.

What is the probability, to 3 decimal places, that the number of usable read/write cycles of a USB stick is between 16675 and 20675?

To the nearest integer, what number of read/write cycles will only be exceeded by 5% of USB sticks? 

An office purchases 108 USB sticks for its employees. What is the probability (to 3 decimal places) that the average number of usable cycles for these 108 USB sticks is less than 18275?

 

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