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Teens" online profiles Describe a possible source of error that is not included in the margin of error for the 95% confidence interval in Exercise 36

Short Answer

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There are 3possible sources of errors.

Step by step solution

01

Concept Information

Showing the possible sources of error that are not included in the margin of error.

02

Explanation

Three different causes of error are not taken into consideration by the margin of error (because the margin of error only measures the sampling error).

Due to selection bias, a segment of the population will be omitted.

When a process is utilized that yields findings that differ from the true value, response bias is measured (could be caused by people answering untruthfully).

When there isn't enough data for everyone in the sample, nonresponse bias occurs.

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Most popular questions from this chapter

In each of the following situations, discuss whether it would be appropriate to construct a one-sample tinterval to estimate the population mean.

(a) We want to estimate the average age at which U.S. presidents have died. So we obtain a list of all U.S. presidents who have died and their ages at death.

(b) How much time do students spend on the Internet? We collect data from the 32members of our AP Statistics class and calculate the mean amount of time that each student spent on the Internet yesterday.

(c) Judy is interested in the reading level of a medical journal. She records the length of a random sample of 100words from a multipage article. The Minitab histogram below displays the data.

The AP Statistics class in Exercise 1 also asked an SRS of 20 boys at their school how many shoes they have. A 95% confidence interval for the difference in the population means (girls โ€“ boys) is 10.9 to 26.5. Interpret the confidence interval and the confidence level.

School vouchers A national opinion poll found that 44% of all American adults agree that parents should be given vouchers that are good for education at any public or private school of their choice. The result was based on a small sample.

(a) How large an SRS is required to obtain a margin of error of 0.03(that is, ยฑ3%) in a 99% con๏ฌdence interval? Answer this question using the previous pollโ€™s result as the guessed value for pโˆง.

(b) Answer the question in part (a) again, but this time use the conservative guess pโˆง=0.5. By how much do the two sample sizes differ?

1. In the companyโ€™s prior-year survey, 80% of customers surveyed said they were โ€œsatisfiedโ€ or โ€œvery satisfied.โ€ Using this value as a guess for pห†, find the sample size needed for a margin of error of 3% at a 95% confidence level.

What if the company president demands 99% confidence instead? Determine how this would affect your answer to Question 1.

98% Confidence find z*for a98%confidence interval using table A or tour calculator. show your method.

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