Translate the statement into a confidence interval. Approximate the level of confidence. In a survey of 1091 parents of children ages 8-14, 74% say they are willing to get a second or part-time job to pay for their children's college education and 39% say they lose sleep worrying about college costs. The survey's margin of error is ±4%. Use the results from the survey about getting a second or part-time job. The confidence interval for the proportion is ( | ). (Round to three decimal places as needed.)

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**Translating Survey Results into a Confidence Interval**

In a study involving 1,091 parents of children aged 8-14, 74% expressed willingness to take on a second or part-time job to fund their children's college education. Furthermore, 39% reported losing sleep over worries about college expenses. The survey reported a margin of error at ±4%.

**Objective:** Use the survey data concerning willingness to get a second or part-time job to construct a confidence interval.

**Question:** What is the confidence interval for the proportion of parents willing to take on additional work to support their children's education? 

**Instructions:** Calculate the confidence interval using the given proportion and margin of error, rounding your answers to three decimal places.

**Answer Format:** The confidence interval for the proportion is [ __ , __ ].

**Note:** After entering your answer in the provided fields, click "Check Answer" to verify your solution.
Transcribed Image Text:**Translating Survey Results into a Confidence Interval** In a study involving 1,091 parents of children aged 8-14, 74% expressed willingness to take on a second or part-time job to fund their children's college education. Furthermore, 39% reported losing sleep over worries about college expenses. The survey reported a margin of error at ±4%. **Objective:** Use the survey data concerning willingness to get a second or part-time job to construct a confidence interval. **Question:** What is the confidence interval for the proportion of parents willing to take on additional work to support their children's education? **Instructions:** Calculate the confidence interval using the given proportion and margin of error, rounding your answers to three decimal places. **Answer Format:** The confidence interval for the proportion is [ __ , __ ]. **Note:** After entering your answer in the provided fields, click "Check Answer" to verify your solution.
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