Sampling Distributions MCQ Tests
12th Class Statistics MCQ Tests
Sampling Distributions
of 12th Class Statistics has 5 questions. If you take an online MCQ test, the system will randomly choose the questions. If you want to take the quiz by chapter then click the start test button.
Total Questions: 5
Total Marks: 5
Time: 5 Mins
Total Questions: 5
Total Marks: 5
Time: 5 Mins
5Min : 00 Sec Remaining
Question # 1
From the following population {1, 3, 6, 7, 9, 10} draw samples of size 2 with replacement. Construct the sampling distribution of sample means and compute it.
Question # 2
The estimator for which population will have minimum variance is said to be:
Question # 3
Draw all possible samples of size 2 with replacement from the population 2, 3, 4, 5, 6 and 8. Find the proportion of even numbers in all the random samples. Assuming all the possible samples equally likely, make the sampling distribution of sample proportions and find the mean and variance of this distribution.
Question # 4
If n=2 , N=5 and σ2=8, then find μ2S.
Question # 5
Let the variable ¯X1 represents the means of random samples of size 2 without replacement, drawn from the finite population 5, 7, 9. Similarly, let ¯X2 represents the means of random sample of size 2, without replacement from another finite population 4, 6, 8. Assuming the 36 possible differences ¯X1−¯X2 and compute standard error for this distribution.
Total Questions
12345
Question # 1
From the following population {1, 3, 6, 7, 9, 10} draw samples of size 2 with replacement. Construct the sampling distribution of sample means and compute it.
Question # 2
The estimator for which population will have minimum variance is said to be:
Question # 3
Draw all possible samples of size 2 with replacement from the population 2, 3, 4, 5, 6 and 8. Find the proportion of even numbers in all the random samples. Assuming all the possible samples equally likely, make the sampling distribution of sample proportions and find the mean and variance of this distribution.
Question # 4
If n=2 , N=5 and σ2=8, then find μ2S.
Question # 5
Let the variable ¯X1 represents the means of random samples of size 2 without replacement, drawn from the finite population 5, 7, 9. Similarly, let ¯X2 represents the means of random sample of size 2, without replacement from another finite population 4, 6, 8. Assuming the 36 possible differences ¯X1−¯X2 and compute standard error for this distribution.
Total Questions
12345
Statistics
- Representation and Exploration of Data
- Measure of Central Tendency or Averages
- Measures of Dispersion
- Index Numbers
- Regression and Correlation Analysis
- Analysis of Time Series
- Set Theory
- Introduction to Probability
- Random Variables and Distributions
- Binomial and Hypergeometric Distributions
- The Normal Distribution
- Sampling and Sampling Distributions
- Statistical Inference:Estimation
- Statistical Inference:Hypothesis Testing
- Association of Attributes
12th Class Online Classes 2026
Updated on: 10-05-2026
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