PRC-2 · Chapter 12 · Question 48 of 55
If you double your sample size (n), what happens to the Standard Error of the mean?
Test yourself: pick an answer
Reveal answer & explanation
Correct answer: C) It decreases (shrinks).
Explanation
Since 'n' is in the denominator of the standard error formula (σ / √n), increasing the sample size mathematically reduces the standard error, making the estimate more precise.
More Probability Distributions MCQs
- Q50In 'Systematic Sampling', if we want a sample of 100 from a population of 2,000, what is the 'sampling interval' (k)?
- Q51Which type of error occurs due to poor questionnaire design, interviewer bias, or data entry mistakes?
- Q52As the sample size 'n' increases toward a very large number, the sample mean (x̄) tends to:
- Q53In probability sampling, if 'sampling without replacement' is used on a small, finite population, we must mathematically apply the:
- Q54Which of the following describes 'Quota Sampling'?
