Q4) Select the correct answer, Note Solve and select if it is required. A 95% confidence interval for population proportion p is 32.4% to 47.6%, the value of sample proportion is: I- (a) 40% (b) 32.4% (c) 47.6% (d) 80% II- A 95% confidence interval for the mean of a population is such that: (a) It contains 95% of the values in the population
Q4) Select the correct answer, Note Solve and select if it is required. A 95% confidence interval for population proportion p is 32.4% to 47.6%, the value of sample proportion is: I- (a) 40% (b) 32.4% (c) 47.6% (d) 80% II- A 95% confidence interval for the mean of a population is such that: (a) It contains 95% of the values in the population
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
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
Transcribed Image Text:Q4) Select the correct answer, Note Solve and select if it is required.
A 95% confidence interval for population proportion p is 32.4%
to 47.6%, the value of sample proportion is:
I-
(а) 40%
(b) 32.4%
(c) 47.6%
(d) 80%
II- A 95% confidence interval for the mean of a population is such that:
(a) It contains 95% of the values in the population
(b) There is a 95% chance that it contains all the values in the
population.
(c) There is a 95% chance that it contains the mean of the population
(d) There is a 95% chance that it contains the standard deviation of the
population
II- If we have population with known standard deviations o, and o2
the confidence interval estimate for the difference between two
population means ((µ1 – H2) is;
a) (X1 – X2) ± Za Sí + Si
2 Vn1
n2
b) (X1 – X2) ± Za
n2
e) (X1 – X2) ± Za
2 Vn1+n2
d) (X1 – X2) ± Za
2 Vnin2
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