In an interval estimation for a proportion of a population, the value of z at 99.2% confidence is
A) 2.65.
B) 2.41.
C) 1.96.
D) 1.645.
Correct Answer:
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Q1: A 95% confidence interval for a population
Q2: An estimate of a population parameter that
Q3: As the number of degrees of freedom
Q4: From a population that is normally distributed,
Q6: In order to determine an interval for
Q7: For the interval estimation of μ when
Q8: The z value for a 97.8% confidence
Q9: In interval estimation, the t distribution is
Q10: In interval estimation, as the sample size
Q11: From a population that is not normally
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