# Sample Statistics MCQs Quiz Online PDF Download

Learn sample statistics MCQs, online MBA business statistics test for distance education, online data analytics courses prep. Practice confidence intervals and estimation multiple choice questions (MCQs), sample statistics quiz questions and answers. GMAT test prep on sample statistics tutorials for online probability courses distance learning.

Study bachelor in business administration and executive MBA degree MCQs: if standard deviation of population 1 is 3 with sample size is 8 and population 2 standard deviation is 5 with sample size is 7 then standard deviation of sampling distribution is, for online data analytics courses with choices 4.044, 3.044, 1.044, 2.044 with online sample interview questions and answers, competitive tests preparation for business jobs hiring. Free skills assessment test is for online learn sample statistics quiz questions with MCQs, exam preparation questions and answers for competitive exam prep for higher education.

## MCQs on Sample StatisticsQuiz PDF Download

MCQ: If standard deviation of population 1 is 3 with sample size is 8 and population 2 standard deviation is 5 with sample size is 7 then standard deviation of sampling distribution is

- 4.044
- 3.044
- 1.044
- 2.044

C

MCQ: Considering sample statistic, if mean of sampling distribution is equal to population mean then sample statistic is classified as

- unbiased estimator
- biased estimator
- interval estimator
- hypothesis estimator

A

MCQ: Method in which sample statistic is used to estimate value of parameters of population is classified as

- estimation
- valuation
- probability calculation
- limited theorem estimation

A

MCQ: Value of any sample statistic which is used to estimate parameters of population is classified as

- point estimate
- population estimate
- sample estimate
- parameter estimate

A

MCQ: Considering sample statistic, if sample statistic mean is not equal to population parameter then sample statistic is considered as

- unbiased estimator
- biased estimator
- interval estimator
- hypothesis estimator

B