Next THREE questions are related A study by a major insurance company found that 65 percent of all drivers used cell phones while driving. Treat this finding as the population proportion. 17 In the sampling distribution of the proportion, the fraction of proportions in samples of size n = 700 drivers that fall between 0.625 and 0.675 is ________. A 0.8788 B 0.8584 C 0.8354 D 0.8064 18 In the previous question, the margin of error for the middle interval which captures 95% of all p̅'s from samples of size 700 is ________. A 0.021 B 0.024 C 0.029 D 0.035 19 In the previous question, to obtain a sampling distribution of the proportion, where 95% of the sample proportions fall within a margin of error of MOE = ±0.03 (3 percentage points) from π, the proper sample size is: A 824 B 972 C 995 D 1002 20 Consider the middle interval in the sampling distribution of p̅: (0.795, 0.845), where p̅ is the proportion obtained from random samples of teenagers who use cell phones while driving. Given an error probability of 5 percent, what is the sample size in this sampling distribution? A 849 B 886 C 908 D 955
Next THREE questions are related A study by a major insurance company found that 65 percent of all drivers used cell phones while driving. Treat this finding as the population proportion. 17 In the sampling distribution of the proportion, the fraction of proportions in samples of size n = 700 drivers that fall between 0.625 and 0.675 is ________. A 0.8788 B 0.8584 C 0.8354 D 0.8064 18 In the previous question, the margin of error for the middle interval which captures 95% of all p̅'s from samples of size 700 is ________. A 0.021 B 0.024 C 0.029 D 0.035 19 In the previous question, to obtain a sampling distribution of the proportion, where 95% of the sample proportions fall within a margin of error of MOE = ±0.03 (3 percentage points) from π, the proper sample size is: A 824 B 972 C 995 D 1002 20 Consider the middle interval in the sampling distribution of p̅: (0.795, 0.845), where p̅ is the proportion obtained from random samples of teenagers who use cell phones while driving. Given an error probability of 5 percent, what is the sample size in this sampling distribution? A 849 B 886 C 908 D 955
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Question
Next THREE questions are related | |||||||||||
A study by a major insurance company found that 65 percent of all drivers used cell phones while driving. Treat this finding as the population proportion.
|
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17 |
In the sampling distribution of the proportion, the fraction of proportions in samples of size n = 700 drivers that fall between 0.625 and 0.675 is ________.
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A | 0.8788 | ||||||||||
B | 0.8584 | ||||||||||
C | 0.8354 | ||||||||||
D | 0.8064 | ||||||||||
18 |
In the previous question, the margin of error for the middle interval which captures 95% of all p̅'s from samples of size 700 is ________.
|
||||||||||
A | 0.021 | ||||||||||
B | 0.024 | ||||||||||
C | 0.029 | ||||||||||
D | 0.035 | ||||||||||
19 |
In the previous question, to obtain a sampling distribution of the proportion, where 95% of the sample proportions fall within a margin of error of MOE = ±0.03 (3 percentage points) from π, the proper
|
||||||||||
A | 824 | ||||||||||
B | 972 | ||||||||||
C | 995 | ||||||||||
D | 1002 | ||||||||||
20 |
Consider the middle interval in the sampling distribution of p̅: (0.795, 0.845), where p̅ is the proportion obtained from random samples of teenagers who use cell phones while driving. Given an error probability of 5 percent, what is the sample size in this sampling distribution?
|
||||||||||
A | 849 | ||||||||||
B | 886 | ||||||||||
C | 908 | ||||||||||
D | 955 |
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