Solved

The Sample Proportion Is a Consistent Estimator of the Population

Question 74

True/False

The sample proportion The sample proportion is a consistent estimator of the population proportion p because it is unbiased and the variance of is p(1 - p) / n, which grows smaller as n grows larger. is a consistent estimator of the population proportion p because it is unbiased and the variance of The sample proportion is a consistent estimator of the population proportion p because it is unbiased and the variance of is p(1 - p) / n, which grows smaller as n grows larger. is p(1 - p) / n, which grows smaller as n grows larger.

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions

Q1: Is the sample mean a consistent estimator

Q41: Draw a sampling distribution of a

Q65: Draw the sampling distribution of two

Q77: The sample variance (where you divide by

Q97: An interval estimate is an estimate of

Q110: The sampling error for a confidence interval

Q112: If there are two unbiased estimators of

Q122: The test statistic for p is approximately

Q123: An interval estimator estimates the value of

Q144: Statisticians can control the _ of a