Question

In-N-Out Burger is planning on adding a new burger to the menu. A franchise owner wants...

In-N-Out Burger is planning on adding a new burger to the menu. A franchise owner wants to know how well the new burger would sell in Austin, Texas. As such, they want to estimate the proportion of residents in Austin, Texas that would like the new recipe. They randomly select 220 residents and have them taste the burger. Out of these 220 people, they determined that 90 of them enjoyed the burger. The sample proportion is 0.409, and the 95% confidence interval for the proportion of residents in Austin who like the new burger is: (0.344, 0.474).

If you had a random sample of 105 residents instead of 220 the margin of error would?

Answer 1 Choose...

Decrease compared to the interval above

Stay the same as compared to the interval above

Increase compared to the interval above

If you created a 90% confidence interval instead of the 95% confidence interval the margin of error would?

Answer 2 Choose...

Decrease compared to the interval above

Stay the same as compared to the interval above

Increase compared to the interval above

If you created a 99% confidence interval instead of the 95% confidence interval the margin of error would?

Answer 3 Choose...

Decrease compared to the interval above

Stay the same as compared to the interval above

Increase compared to the interval above

If you had a random sample of 370 residents instead of 220 the margin of error would?

Answer 4 Choose...

Decrease compared to the interval above

Stay the same as compared to the interval above

Increase compared to the interval above

Homework Answers

Answer #1

1) Increase compared to the interval above

Because if the sample size decreases, the margin of error increases.

2) Decrease compared to the interval above.

Because if the confidence level decreases, the margin of error also decreases.

3) Increase compared to the interval above

Because if the confidence level increases, the margin of error also increases.

4) Decrease compared to the interval above.

Because if the sample size increases, the margin of error decreases.

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