The owner of a gasoline service station wants to study gasoline purchases at his station. A random sample of 100 purchases results in a mean of Ý = 24 gallons. The population standard deviation (o) is known to be 10.2 gallons. 34. In the above description, the population standard deviation (o) is a. A statistic. b. A parameter. c. Neither a parameter nor a statistic. 200 nartw nsve ng to sonsrDR d. Unknown. noitudiua 35. In the above description, the sample mean (Y) is a. A statistic. b. A parameter. c. Neither a parameter nor a statistic. d. Unknown. 36. Suppose a 95% confidence interval for the mean purchase amount based on the sample data is 22 to 26 gallons. Based on this interval, how would you assess the statement: "Mean gas purchased at this station could be 23 gallons. The statement is reasonable. c. Cannot be assessed based on the confidence interval. d. The statement is definitely wrong since Ý = 24 gallons. a. b. The statement must be wrong. 37. What is the margin of error for the interval in 36. above? a. 1.02 b. 2 С. 4 d. 1.96
The owner of a gasoline service station wants to study gasoline purchases at his station. A random sample of 100 purchases results in a mean of Ý = 24 gallons. The population standard deviation (o) is known to be 10.2 gallons. 34. In the above description, the population standard deviation (o) is a. A statistic. b. A parameter. c. Neither a parameter nor a statistic. 200 nartw nsve ng to sonsrDR d. Unknown. noitudiua 35. In the above description, the sample mean (Y) is a. A statistic. b. A parameter. c. Neither a parameter nor a statistic. d. Unknown. 36. Suppose a 95% confidence interval for the mean purchase amount based on the sample data is 22 to 26 gallons. Based on this interval, how would you assess the statement: "Mean gas purchased at this station could be 23 gallons. The statement is reasonable. c. Cannot be assessed based on the confidence interval. d. The statement is definitely wrong since Ý = 24 gallons. a. b. The statement must be wrong. 37. What is the margin of error for the interval in 36. above? a. 1.02 b. 2 С. 4 d. 1.96
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
![Part 4 - Multiple Choice
For Problems 34. through 37., consider the following:
The owner of a gasoline service station wants to study gasoline purchases at his station. A random sample of 100
purchases results in a mean of Ý = 24 gallons. The population standard deviation (o) is known to be 10.2 gallons.
34. In the above description, the population standard deviation (ơ) is
a. A statistic.
b. A parameter.
c. Neither a parameter nor a statistic.
d. Unknown.
35. In the above description, the sample mean (Y) is
a. A statistic.
b. A parameter.
c. Neither a parameter nor a statistic.
d. Unknown.
36. Suppose a 95% confidence interval for the mean purchase amount based on the sample data is 22 to 26 gallons.
Based on this interval, how would you assess the statement: “Mean gas purchased at this station could be 23 gallons."
The statement is reasonable.
c. Cannot be assessed based on the confidence interval.
atement is definitely wrong since Ý = 24 gallons.
a.
b. The statement must be wrong.
The
37. What is the margin of error for the interval in 36. above?
a.
1.02
b. 2
С. 4
d.
1.96](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd9db3453-6b51-40e6-9d62-12c75a54c2dd%2F36d88016-6de2-482a-82bd-73e75f93e4e7%2Fiveepg_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Part 4 - Multiple Choice
For Problems 34. through 37., consider the following:
The owner of a gasoline service station wants to study gasoline purchases at his station. A random sample of 100
purchases results in a mean of Ý = 24 gallons. The population standard deviation (o) is known to be 10.2 gallons.
34. In the above description, the population standard deviation (ơ) is
a. A statistic.
b. A parameter.
c. Neither a parameter nor a statistic.
d. Unknown.
35. In the above description, the sample mean (Y) is
a. A statistic.
b. A parameter.
c. Neither a parameter nor a statistic.
d. Unknown.
36. Suppose a 95% confidence interval for the mean purchase amount based on the sample data is 22 to 26 gallons.
Based on this interval, how would you assess the statement: “Mean gas purchased at this station could be 23 gallons."
The statement is reasonable.
c. Cannot be assessed based on the confidence interval.
atement is definitely wrong since Ý = 24 gallons.
a.
b. The statement must be wrong.
The
37. What is the margin of error for the interval in 36. above?
a.
1.02
b. 2
С. 4
d.
1.96
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