|BUAD631 HomeworkSet3 Grade — 5% of final grade|
|Due date: On or before 6 pm PST on day 1 of session 4
Don't use plagiarized sources. Get Your Custom Essay on
This is an individual assignment
|Instructions (please read and follow the instructions):
The set of problems below are Normal distribution problems. Please solve these problems using Minitab as the analysis tool and integrate your results from Minitab into your solution for each problem. For each problem (and sub-problem) present the results in a short non-statistical report. (For all Normal distribution problems, it is better to draw a picture and mark all relevant information on the picture first. This will help solving the problem right)
(Source: Unknown – 366HM?)
(Source: Unknown – 368HM?)
(Source: Unknown – 290BS?)
(Source: GSFS-Eighth edition)
(Source: GSFS-Eighth edition)
If something is not clear, ask for clarification by emailing me (I am available to help you learn). Do not answer the wrong question (and commit a type III error) and get penalized on the grade.
This is an individual assignment. You should not get help from anyone, or work with others, on this assignment. If you have any questions on the assignment or if you need clarification, please email me.
Here are some common mistakes made on this HW & some suggestions to avoid them:
|Not specifying your answer clearly (and require the instructor to fish for the answer)||Clearly mark your answer as “Answer.”|
|Not addressing all the requirements||Read and follow all instructions. Create a checklist for your use to insure your report meets/addresses all requirements.|
|Not including a graph for each problem part||Include Minitab graphs|
|Not separately stating your answer||State the answer to each part in mathematical terms and with a business conclusion, Follow the in-class and practice sets as examples.|
|Stating the answer/probability for the wrong end of the curve||It is easy to mix up the ends and have an answer that is 1-the correct answer. At the end when you state your answer, make sure it makes logical sense. For example, if the mean on the test is 85 and you are asked for the score of the top 5%, an answer could be 95 – an answer of 75 (the bottom 5%) would not make sense.|
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