1.  A randomized study was performed to determine whether a diet of processed meats causes a higher proportion of incidents of breast cancer. Researchers compared high intake versus low intake diets of processed meats for women with breast cancer and found the following results shown in the two-way table below:

1. Conduct a hypothesis test for this problem, using for the proportion with a diet high in processed meat who got breast cancer and for the proportion of women with a diet low in processed meat who got breast cancer
2. State the hypotheses.

The test is to check the compare the proportion with a diet high in processed meat who got breast cancer and for the proportion of women with a diet low in processed meat who got breast cancer

1. State sample statistic. Answered

1. Find the p-value.Answered

1. Write a generic conclusion.

• Write a conclusion in context.

1. If we compute a randomization statistic and assume the null hypothesis is true, what does that mean in the context of this problem?

2. Where would the randomization distribution be centered for a hypothesis test for this problem? Where would a bootstrap distribution be centered for a confidence interval for this problem?

.  A randomized study was performed to determine whether a diet of processed meats causes a higher proportion of incidents of breast cancer. Researchers compared high intake versus low intake diets of processed meats for women with breast cancer and found the following results shown in the two-way table below:

1. Conduct a hypothesis test for this problem, using for the proportion with a diet high in processed meat who got breast cancer and for the proportion of women with a diet low in processed meat who got breast cancer
2. State the hypotheses.

1. State sample statistic.

• Find the p-value.

1. Write a generic conclusion.

1. Write a conclusion in context.

1. If we compute a randomization statistic and assume the null hypothesis is true, what does that mean in the context of this problem?

1. Where would the randomization distribution be centered for a hypothesis test for this problem? Where would a bootstrap distribution be centered for a confidence interval for this problem?