In a poll of 1,000 voters, 52% favor a measure, with a margin of error of 4 percentage points. What interval does the poll give for the percent of all voters who favor it?

A poll of 100 people has a margin of error of about 10 percentage points. Using the same method, about what margin of error would a poll of 400 people have?

Using the approximation $\text{margin of error}=\frac{1}{\sqrt{n}}$, what is the margin of error for a sample of 144, as a percent rounded to the nearest tenth?

In a poll of 900 voters, 61% favor a measure, with a margin of error of 5 percentage points. What interval does the poll give for the percent of all voters who favor it?

A survey reports 54% support with a margin of error of 6 percentage points. Which statement does the survey support?

Using the approximation $\text{margin of error}=\frac{1}{\sqrt{n}}$, what is the margin of error for a sample of 1,600, as a percent rounded to the nearest tenth?

A survey reports 51% support with a margin of error of 4 percentage points. Which statement does the survey support?

A poll of 400 people has a margin of error of about 5 percentage points. Using the same method, about what margin of error would a poll of 3,600 people have?

Using the approximation $\text{margin of error}=\frac{1}{\sqrt{n}}$, what is the margin of error for a sample of 900, as a percent rounded to the nearest tenth?

A poll of 625 people has a margin of error of about 4 percentage points. Using the same method, about what margin of error would a poll of 2,500 people have?

In a poll of 900 voters, 58% favor a measure, with a margin of error of 3 percentage points. What interval does the poll give for the percent of all voters who favor it?

A survey reports 52% support with a margin of error of 6 percentage points. Which statement does the survey support?

A survey reports 53% support with a margin of error of 6 percentage points. Which statement does the survey support?

A poll of 900 people has a margin of error of about 4 percentage points. Using the same method, about what margin of error would a poll of 3,600 people have?

In a poll of 625 voters, 46% favor a measure, with a margin of error of 4 percentage points. What interval does the poll give for the percent of all voters who favor it?

Using the approximation $\text{margin of error}=\frac{1}{\sqrt{n}}$, what is the margin of error for a sample of 2,500, as a percent rounded to the nearest tenth?

A survey reports 52% support with a margin of error of 4 percentage points. Which statement does the survey support?

In a poll of 1,000 voters, 41% favor a measure, with a margin of error of 4 percentage points. What interval does the poll give for the percent of all voters who favor it?

In a poll of 2,500 voters, 41% favor a measure, with a margin of error of 3 percentage points. What interval does the poll give for the percent of all voters who favor it?

A poll of 400 people has a margin of error of about 5 percentage points. Using the same method, about what margin of error would a poll of 1,600 people have?