The following Population, Sample, and Sampling Distributions MCQs have been compiled by our experts through research, in order to test your knowledge of the subject of Population, Sample, and Sampling Distributions. We encourage you to answer these 20+ multiple-choice questions to assess your proficiency.
Please continue by scrolling down.
A. True
B. False
A. True
B. False
A. True
B. False
A. True
B. False
A. True
B. False
A. True
B. False
A. Curve will be normal given infinite samples.
B. All data will approach the mean.
C. All data will be within 1 standard deviation of the mean.
D. None of these
A. How many errors occur within a population
B. The standard distribution of a sampling distribution
C. How the population and a given sample differ
D. An error with the z score
A. Means
B. Proportions
C. Means and proportions
D. None of these
A. Drawn from subsets of samples
B. The same as samples
C. Typically too large to measure
D. A combination of a variety of factors
A. The normal curve
B. Positively skewed
C. Negatively skewed
D. None of these
A. Because it is based on the notion of an infinite number of samples.
B. It is not theoretical, it is the same in every sample.
C. Because it is theory driven.
D. None of these
A. >1,000
B. >500
C. <100
D. None of these
A. They are the same, they just have different letters.
B. They examine the mean differently.
C. The t is several different curves, unlike a fixed z curve.
D. None of these
A. As sample size increases, it becomes more positively skewed.
B. As sample sized increases, it becomes more negatively skewed.
C. As sample size increases, it becomes more normal.
D. As sample size decreases, it becomes more normal.
A. It is a normal distribution.
B. Central limit theorem
C. All of these
D. It is a continuous distribution.
A. Mean
B. All of these
C. A number
D. F Statistic
A. They provide information that measures of central tendency do not.
B. They explicitly help us organize data.
C. Parameter
D. None of these
A. True
B. False
A. N and R
B. None of these
C. R
D. Sample distribution
A. Undefined relationships
B. None of these
C. Negative relationships
D. Sampling distribution
A. All of these
B. Being great at math
C. Understanding complex calculus-based equations
D. Sampling error
A. True
B. False
A. 0.00–100.00
B. T distribution
C. None of these
D. They have infinite range.