5- As a result of a preliminary study, it was seen that 80 of the machines were working as a result of 100 observations made at random intervals. a) Specify sample size for 95% confidence level and 10% absolute error. For 95% confidence level: Z = 1.96 (taken from normal curve area table) b) What would the sample size be if the absolute error was accepted as 5% instead of 10%7 c) If the confidence level is 80.64% and the absolute error is 10%, what will the sample size be? (The table value for the 80.64% confidence level is Z = 1.30) σ= pq N p+q = 1 q=1 - pise; p+ (1-p) = 1 Sample Size N = P(1-P) 2 N = z² p (1-P) h² b 11 FIN

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
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Chapter10: Statistics
Section10.3: Measures Of Spread
Problem 1GP
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5- As a result of a preliminary study, it was seen that 80 of the machines were working as a result of 100 observations
made at random intervals.
a) Specify sample size for 95% confidence level and 10% absolute error. For 95% confidence level: Z = 1.96 (taken
from normal curve area table)
b) What would the sample size be if the absolute error was accepted as 5% instead of 10%7
c) If the confidence level is 80.64% and the absolute error is 10%, what will the sample size be? (The table value for
the 80.64% confidence level is Z = 1.30)
σ=
pq
N
p+q = 1
q=1 - pise;
p+ (1-p) = 1
Sample Size
N = P(1-P)
2
N =
z² p (1-P)
h²
b
11
FIN
Transcribed Image Text:5- As a result of a preliminary study, it was seen that 80 of the machines were working as a result of 100 observations made at random intervals. a) Specify sample size for 95% confidence level and 10% absolute error. For 95% confidence level: Z = 1.96 (taken from normal curve area table) b) What would the sample size be if the absolute error was accepted as 5% instead of 10%7 c) If the confidence level is 80.64% and the absolute error is 10%, what will the sample size be? (The table value for the 80.64% confidence level is Z = 1.30) σ= pq N p+q = 1 q=1 - pise; p+ (1-p) = 1 Sample Size N = P(1-P) 2 N = z² p (1-P) h² b 11 FIN
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