Consider if game systems normally last for 36 months before a failure of some sort with a standard deviation

Consider if game systems normally last for 36 months before a failure of some sort with a standard deviation

Consider if game systems normally last for 36 months before a failure of some sort with a standard deviation
Normal Probability Distribution
Forum Instructions
Each student must post (1) substantial initial post for each with a minimum of 300 words per topic. Your original post should contain appropriate APA in-citations/references.
Topic
Normal distributions can be used for many purposes.  One purpose might be to determine warranty times on a new game system.  Consider if game systems normally last for 36 months before a failure of some sort with a standard deviation of 5 months.  If we wanted to have a warranty that paid off on only 5% of the machines (in other words where 95% of them will work) then we could use:
=NORMINV(0.95,36,5)
which would give 44.22 months.  This means that we should set our warranty period at 44 months to make sure that we only have to pay off on 5% of the machines.  We obviously want to keep our customers happy and fix their system if it fails after a few months.
Come up with at least two examples for normal distributions (similar to the above) with numbers and the formula (Google Sheets or Excel) that you used.
Answer preview to consider if game systems normally last for 36 months before a failure of some sort with a standard deviation

APA
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Consider if game systems normally last for 36 months before a failure of some sort with a standard deviation

 

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