A consumer organization wants to estimate the life of their Extra-Brite light bulbs. With 42 randomly purchased bulbs, they find the mean life to be 998 hours with a standard deviation of 33 hours. Find the 95% confidence interval for the mean life of these bulbs. Interpret your answer. Part A - Fill out the pieces of the formula: times divided by Square root of Part B- To two decimal places, the interval is ( ) Make sure this is small value first. Part C- We are confident the population is between and hours.

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**QUESTION 3**

A consumer organization wants to estimate the life of their Extra-Brite light bulbs. With 42 randomly purchased bulbs, they find the mean life to be 998 hours with a standard deviation of 33 hours. Find the 95% confidence interval for the mean life of these bulbs. Interpret your answer.

**Part A** - Fill out the pieces of the formula:  \( \pm \) times  divided by Square root of

**Part B** - To two decimal places, the interval is ( , ) Make sure this is small value first.

**Part C** - We are confident the population  is between  and hours.
Transcribed Image Text:**QUESTION 3** A consumer organization wants to estimate the life of their Extra-Brite light bulbs. With 42 randomly purchased bulbs, they find the mean life to be 998 hours with a standard deviation of 33 hours. Find the 95% confidence interval for the mean life of these bulbs. Interpret your answer. **Part A** - Fill out the pieces of the formula: \( \pm \) times divided by Square root of **Part B** - To two decimal places, the interval is ( , ) Make sure this is small value first. **Part C** - We are confident the population is between and hours.
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