HW 16 - Exercises Not turned in
For each, think about:
- What is (are) the population parameter(s) being tested?
- What are the null and alternative hypotheses?
- What assumption(s) are being made about the underlying distribution?
- What is your sampling scheme, and any assumptions you make about the sampling?
- Do you have to estimate any population parameters, and if so, which, using what?
- What is the name of the statistic you will calculate?
- How is it distributed? Be specific about whether it is exact or approximate.
- Do you have to use degrees of freedom? If so, what do they equal?
- Will this be a one-tail or a two-tail test?
- What is your significance criterion?
- What is (are) the criterion value(s) from the tables that you will compare
the calculated value of your statistic?
- What is the formula you will use to calculate your statistic? Do so.
- Compare your calculated value to your criterion value(s). Does this value
represent an outcome that could have happened by chance, or is it too extreme?
- Is your decision to reject or retain?
- What is your conclusion? Be as specific as possible.
Wherever it says to use a P-value, instead use criterion values for
alpha = .05.
Exercises to do (Answers below)
- 10.80
- 10.79
- 10.83
- 10.88
- 10.92
- 10.95
Common to each:
What assumption(s) are being made about the underlying distribution?
- Multivariate Bernoulli
Any assumptions you make about the sampling?
- Random sampling
What is the name of the statistic you will calculate?
- Chi-squared
How is it distributed? Be specific about whether it is exact or approximate.
- Approximately chi-squared
Do you have to use degrees of freedom?
- yes
Will this be a one-tail or a two-tail test?
- One-tail
What is the formula you will use to calculate your statistic?
Answers
10.80
10.79
10.83
10.88
- Excel sheet
10.92
10.95
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