2) Sample mean can be used to make estimations of population mean. Considering the following example: It is known that population standard deviation is 11 days for the days of absence per worker per year in an industry. A random sample of 100 workers gives a mean of 8 days` absence. a. Please calculate the standard error of the sample mean. b. Please construct 95 percent confidence intervals for the population mean (Z0.025 = 1.96). c. Please construct 99 percent confidence intervals for the population mean (Z0.005 = 2.575). d. Comparing your answers from subquestions b and c, sustained your findings.

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
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Chapter10: Statistics
Section10.5: Comparing Sets Of Data
Problem 13PPS
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Just solve C and D subquestions. No need A and B.... I am already posting it twice. Please consider it and solve only C and D.
. Text question.
2) Sample mean can be used to make estimations of population mean.
Considering the following example:
It is known that population standard deviation is 11 days for the
days of absence per worker per year in an industry. A random
sample of 100 workers gives a mean of 8 days` absence.
a. Please calculate the standard error of the sample mean.
b. Please construct 95 percent confidence intervals for the
population mean (Z0.025 = 1.96).
c. Please construct 99 percent confidence intervals for the
population mean (Z0.005 = 2.575).
d. Comparing your answers from subquestions b and c, sustained
your findings.
Transcribed Image Text:. Text question. 2) Sample mean can be used to make estimations of population mean. Considering the following example: It is known that population standard deviation is 11 days for the days of absence per worker per year in an industry. A random sample of 100 workers gives a mean of 8 days` absence. a. Please calculate the standard error of the sample mean. b. Please construct 95 percent confidence intervals for the population mean (Z0.025 = 1.96). c. Please construct 99 percent confidence intervals for the population mean (Z0.005 = 2.575). d. Comparing your answers from subquestions b and c, sustained your findings.
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