A newly developed vaccine has been developed and the vaccine has to be kept very cold so it is effective. If the temperature of the stored vaccine vials raises above 40 degree Fahrenheit the vials can no longer be used. The freezer at the pharmacy of a small town is old and the temperature fluctuates following a normal distribution with mean μ and standard deviation 3. The pharmacist can set u to a preferred temperature. If the pharmacist wants to guarantee that the vials are damaged with probability no higher than 0.02, what is the highest µ that she can set? μ Enter your answer to 2 decimal points.

A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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A newly developed vaccine has been developed and the vaccine has to be kept very cold so it
is effective. If the temperature of the stored vaccine vials raises above 40 degree Fahrenheit
the vials can no longer be used. The freezer at the pharmacy of a small town is old and the
temperature fluctuates following a normal distribution with mean μµ and standard deviation 3.
The pharmacist can set µ to a preferred temperature. If the pharmacist wants to guarantee
that the vials are damaged with probability no higher than 0.02, what is the highest µ that she
can set?
μ
Enter your answer to 2 decimal points.
(Standard Normal Table)
50.25
Transcribed Image Text:A newly developed vaccine has been developed and the vaccine has to be kept very cold so it is effective. If the temperature of the stored vaccine vials raises above 40 degree Fahrenheit the vials can no longer be used. The freezer at the pharmacy of a small town is old and the temperature fluctuates following a normal distribution with mean μµ and standard deviation 3. The pharmacist can set µ to a preferred temperature. If the pharmacist wants to guarantee that the vials are damaged with probability no higher than 0.02, what is the highest µ that she can set? μ Enter your answer to 2 decimal points. (Standard Normal Table) 50.25
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