A survey is conducted among college graduates to estimate the average age at which one gets his or her first college degree. For a sample of 12 college graduates, the following ages were collected: 23 28.5 28 21.4 23 34 23.7 20.6 30.4 22.1 25.5 29.7 a) Find the sample mean. Round to 2 decimal places: (b) Find the sample standard deviation. Round to 4 decimal places: (c) Fill in the formula blanks below with specific values for this problem (not symbols) to construct a 99% confidence interval. • To enter Vx where x is any number, type sqrt(x). For example, V2 should be written as sqrt(2). • Round the z-score or t-score to 2 decimal places. O Uting the formula from part (c), calculate the 99% confidence interval. Round each answer to the nearest hundredth (2 decimal places).

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QUESTION 11
A survey is conducted among college graduates to estimate the average age at which one gets his or her first college degree. For a sample of 12 college graduates, the following ages were collected:
23 28.5 28 21.4 23 34 23.7 20.6 30.4 22.1 25.5 29.7
(a) Find the sample mean. Round to 2 decimal places:
(b) Find the sample standard deviation. Round to 4 decimal places:
(c) Fill in the formula blanks below with specific values for this problem (not symbols) to construct a 99% confidence interval.
• To enter Vx where x is any number, type sgrt(x). For example, V2 should be written as sgrt(2).
• Round the z-score or t-score to 2 decimal places.
(d) Using the formula from part (c), calculate the 99% confidence interval. Round each answer to the nearest hundredth (2 decimal places)
years to
years
(e) Find the margin of error for this confidence interval. Do not round.
years
All Answers to save all answers.
Transcribed Image Text:QUESTION 11 A survey is conducted among college graduates to estimate the average age at which one gets his or her first college degree. For a sample of 12 college graduates, the following ages were collected: 23 28.5 28 21.4 23 34 23.7 20.6 30.4 22.1 25.5 29.7 (a) Find the sample mean. Round to 2 decimal places: (b) Find the sample standard deviation. Round to 4 decimal places: (c) Fill in the formula blanks below with specific values for this problem (not symbols) to construct a 99% confidence interval. • To enter Vx where x is any number, type sgrt(x). For example, V2 should be written as sgrt(2). • Round the z-score or t-score to 2 decimal places. (d) Using the formula from part (c), calculate the 99% confidence interval. Round each answer to the nearest hundredth (2 decimal places) years to years (e) Find the margin of error for this confidence interval. Do not round. years All Answers to save all answers.
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