a. To estimate u with o = 44, E = 3, and 95% confidence b. To estimate µ with a range of values from 20 to 88 with E =2 and 90% confidence c. To estimate p with p unknown, E = .04, and 98% confidence d. To estimate p with E = .03, 95% confidence, and p thought to be approximately.70 (Round your answers up to the nearest integer.) a. Sample b. Sample c. Sample
a. To estimate u with o = 44, E = 3, and 95% confidence b. To estimate µ with a range of values from 20 to 88 with E =2 and 90% confidence c. To estimate p with p unknown, E = .04, and 98% confidence d. To estimate p with E = .03, 95% confidence, and p thought to be approximately.70 (Round your answers up to the nearest integer.) a. Sample b. Sample c. Sample
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
A-C
![**Determine the sample size necessary under the following conditions.**
a. To estimate \( \mu \) with \( \sigma = 44, E = 3, \) and 95% confidence
b. To estimate \( \mu \) with a range of values from 20 to 88 with \( E = 2 \) and 90% confidence
c. To estimate \( p \) with \( p \) unknown, \( E = 0.04, \) and 98% confidence
d. To estimate \( p \) with \( E = 0.03, \) 95% confidence, and \( p \) thought to be approximately 0.70
*(Round your answers up to the nearest integer.)*
- a. Sample: [Input box]
- b. Sample: [Input box]
- c. Sample: [Input box]
- d. Sample: [Input box]
[Link: Appendix A Statistical Tables]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F780300bf-69f9-4ab1-bd9c-3ce2512850ff%2Fe862c906-5f19-4f34-964b-e161ec450d27%2Fsytns8o_processed.png&w=3840&q=75)
Transcribed Image Text:**Determine the sample size necessary under the following conditions.**
a. To estimate \( \mu \) with \( \sigma = 44, E = 3, \) and 95% confidence
b. To estimate \( \mu \) with a range of values from 20 to 88 with \( E = 2 \) and 90% confidence
c. To estimate \( p \) with \( p \) unknown, \( E = 0.04, \) and 98% confidence
d. To estimate \( p \) with \( E = 0.03, \) 95% confidence, and \( p \) thought to be approximately 0.70
*(Round your answers up to the nearest integer.)*
- a. Sample: [Input box]
- b. Sample: [Input box]
- c. Sample: [Input box]
- d. Sample: [Input box]
[Link: Appendix A Statistical Tables]
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