Reference no: EM131026803
Scenario:
It is 1581 Anno Domini. At the Undergraduate School of UMUC, besides Assistant Academic Director of Mathematics and Statistics, I am also the Undergraduate School-appointed CPA, Coffee Pot Attendant.
It is a very important office sponsored by the Holy See.
I have taken this job very seriously, because I believe that I am the key to increased productivity at the Undergraduate School. Why, by mid-morning, many of my colleagues act as if they were
It is imperative that I restore productivity via a secret naturally-occurring molecule, caffeine........
In order to see if my secret molecule works, I have observed the time, in hours, a random selection of ten of my colleagues
who could stay awake at the extremely long-winded Dean's meeting as soon as it started. Oh, yes, one fell asleep even before the meeting started!
1.9 |
0.8 |
1.1 |
0.1 |
-0.1 |
4.4 |
5.5 |
1.6 |
4.6 |
3.4 |
Disclaimer: I was not in the picture above.
Now, I have to complete a report to the Provost's Office on the effectiveness of my secret molecule so that UMUC can file for a patent at the United Provinces Patent and Trademark Office as soon as possible. Oh, yes, I am waiting for a handsome reward from the Provost.
Question:What is a 95% confidence interval for the time my colleagues can stay awake on average for all of my colleagues?
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