incorrect. 1. The mean of the sampling distribution of the means is less than the population mean. 2. Standard error is always non-negative. 3. The sample size of 45 will give a smaller standard error of the mean than a sample size of 35. 4. A standard deviation of 1.45 is a good estimate of the mean than a standard deviation of 0.75. 5. Random samples of 10 are drawn from a population with u = 90 and o = 15. The population mean is 10.

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Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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Lesson 11: Mean and Variance of the Sampling Distribution of the Sample
Mean (Infinite population)
Direction: On the space provided write True if the statement is correct and False if the statement is
incorrect.
1. The mean of the sampling distribution of the means is less than the population mean.
2. Standard error is always non-negative.
3. The sample size of 45 will give a smaller standard error of the mean than a sample size of 35.
4. A standard deviation of 1.45 is a good estimate of the mean than a standard deviation of 0.75.
5. Random samples of 10 are drawn from a population with u = 90 and o = 15. The population
mean is 10.
Transcribed Image Text:Lesson 11: Mean and Variance of the Sampling Distribution of the Sample Mean (Infinite population) Direction: On the space provided write True if the statement is correct and False if the statement is incorrect. 1. The mean of the sampling distribution of the means is less than the population mean. 2. Standard error is always non-negative. 3. The sample size of 45 will give a smaller standard error of the mean than a sample size of 35. 4. A standard deviation of 1.45 is a good estimate of the mean than a standard deviation of 0.75. 5. Random samples of 10 are drawn from a population with u = 90 and o = 15. The population mean is 10.
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