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- For each of these problems you need to conduct a full hypothesis test! All 4 parts!
- First, write your hypotheses: be sure to use correct notation!
- Next, check the conditions to be sure a one proportion z-test is appropriate!
- Now, show your math
- I would start by entering everything into the one-prop-z-test on your calculator to get the z-score, p-value, and p-hat
- Then, on your paper, "show the work"
- Show the formula used to calculate the z score (given on the calc)
- Sketch a Normal model and shade
- Record your p-value
- Finally, write your conclusion: use an alpha level of .05 (5%) for both problems!
- Remember, if the p-value is below the alpha level, we will reject the null hypothesis
- Reject the null: there IS evidence of the alternative
- If the p-value is above the alpha level, we fail to reject the null hypothesis!
- Fail to reject the null: there IS NOT evidence of the alternative
- Here is a writing template for your conclusions:
- Since the p-value of ______ is lower/higher than the ____% significance/alpha level, we will reject/fail to reject the null hypothesis. There is/is not significant evidence to conclude ___(here, interpret the Ha in context—what were we trying to prove?________ based on the given sample.
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