a. the sample is large |b. the population is small c. the sample is stratified |d. the sample is normal statistic we refer to as the "standard error of the mean" is the san a. the standard deviation of the sample b. the standard deviation of the population

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27. Even if a population itself does not have a normal distribution, the sampling distribution will be normal as long as
a. the sample is large
|b. the population is small
c. the sample is stratified
|d. the sample is normal
28. The statistic we refer to as the "standard error of the mean" is the same as
a. the standard deviation of the sample
b. the standard deviation of the population
|c. the standard deviation of the sampling distribution of means
d. the variance of the sample
29. When it comes to calculating confidence intervals the most commonly used confidence levels are 90%, 95% and
a. 99.5%
b. 98%
с. 99%
d. 67%
30. The maximum allowed probability of making a Type I decision error in your estimate of the population value is called
a. the odds
b. alpha, a
c. at test
d. the error factor
31. When using a sample mean as an estimate of the population parameter, we usually estimate the unknown population standard deviation with
a. the sample standard deviation
|b. the sampling distribution standard deviation
c. the population parameter
d. the z score
Transcribed Image Text:27. Even if a population itself does not have a normal distribution, the sampling distribution will be normal as long as a. the sample is large |b. the population is small c. the sample is stratified |d. the sample is normal 28. The statistic we refer to as the "standard error of the mean" is the same as a. the standard deviation of the sample b. the standard deviation of the population |c. the standard deviation of the sampling distribution of means d. the variance of the sample 29. When it comes to calculating confidence intervals the most commonly used confidence levels are 90%, 95% and a. 99.5% b. 98% с. 99% d. 67% 30. The maximum allowed probability of making a Type I decision error in your estimate of the population value is called a. the odds b. alpha, a c. at test d. the error factor 31. When using a sample mean as an estimate of the population parameter, we usually estimate the unknown population standard deviation with a. the sample standard deviation |b. the sampling distribution standard deviation c. the population parameter d. the z score
32. As our confidence in a confidence interval increases, the width of the interval
a. decreases
b. increases
c. remains the same
d. may either increase or decrease
33. А
refers to the range of scores that describes with some certainty the range of scores that the population parameter falls within.
a. box plot
b. average
c. confidence interval
d. histogram
34. A student takes a single sample of people and determines that their average income is $25,400.
She knows that this estimate is likely to be somewhat wrong because of sampling error, so she decides to calculate a 95% confidence interval.
She knows that the standard error of the sampling distribution is $629. What is the 95% confidence interval? (Hint: z=+/-1.96)
|a. $24,771 to 26,029
b. $25,000 to 26,000
c. $25,029 to 26,529
|d. $24,167 to 26,633
35. We have used an alpha level of 0.01 in a test to estimate the average hours of television viewing for residents in a retirement home.
After calculating a confidence interval what is the chance that our interval estimate DOES NOT contain the true population mean?
a. 99%
b. 10%
с. 1%
d. .01%
Transcribed Image Text:32. As our confidence in a confidence interval increases, the width of the interval a. decreases b. increases c. remains the same d. may either increase or decrease 33. А refers to the range of scores that describes with some certainty the range of scores that the population parameter falls within. a. box plot b. average c. confidence interval d. histogram 34. A student takes a single sample of people and determines that their average income is $25,400. She knows that this estimate is likely to be somewhat wrong because of sampling error, so she decides to calculate a 95% confidence interval. She knows that the standard error of the sampling distribution is $629. What is the 95% confidence interval? (Hint: z=+/-1.96) |a. $24,771 to 26,029 b. $25,000 to 26,000 c. $25,029 to 26,529 |d. $24,167 to 26,633 35. We have used an alpha level of 0.01 in a test to estimate the average hours of television viewing for residents in a retirement home. After calculating a confidence interval what is the chance that our interval estimate DOES NOT contain the true population mean? a. 99% b. 10% с. 1% d. .01%
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