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Using R programming answer the following (R markdown file): People are asked to think of a # between 1-10 to see how many people choose
Using R programming answer the following (R markdown file):
People are asked to think of a # between 1-10 to see how many people choose odd #'s.
The # people chose: 1 3 2 5 2 3 8 4 1 1
#'s 1-10: 1 2 3 4 5 6 7 8 9 10
- First off, find/calculate the proportion of students got an odd #.
- Why would this particular sample provide an unbiased estimation (for proportion) of people choosing odd #'s.
- What the alternative as well as the null hypothesis.
- Then test the hypotheses from #3 and find the test statistic as well as p-value.
- From the p-value found in #4 construct the conclusion (using context).
- From #4, using the central limit theorem, were validity conditions satisfied? Explain using numbers as well as any appropriate visual displays in context.
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