MODULE 9: Illustrating the Central Limit Theorem Individual work. Directions: Solve for the mean and standard deviation of the sample means for the sample sizes in each item. (SHOW YOUR SOLUTION) Suppose the population mean for the Second Achievement Test score of PHINMA Ed Students is 550 with a standard deviation of 75. Find the mean and standard deviation of the sample means for samples of size sizes shown on the table below. Round off your answer to two decimal places. Complete the table. Sample size (n) Mean of the sample means Standard deviation of the sample means

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2:01 ¢
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Name:
Section:
MODULE 9: Illustrating the Central Limit Theorem
Individual work. Directions: Solve for the mean and standard deviation of the
sample means for the sample sizes in each item. (SHOW YOUR SOLUTION)
Suppose the population mean for the Second Achievement Test score of PHINMA
Ed Students is 550 with a standard deviation of 75. Find the mean and standard
deviation of the sample means for samples of size sizes shown on the table below.
Round off your answer to two decimal places. Complete the table.
Sample size
Mean of the
Standard deviation of
(n)
sample means
the sample means
50
200
800
950
1,200
1,350
1,600
2,150
2,890
3,140
3,200
Name:
Section:
MODULE 10: Calculating the Confidence Interval Estimates for Mean u
when o is known
Individual work. Directions: Answer the following problem. Round off your answer
- - N N
Transcribed Image Text:2:01 ¢ Template-INDIV.. + Name: Section: MODULE 9: Illustrating the Central Limit Theorem Individual work. Directions: Solve for the mean and standard deviation of the sample means for the sample sizes in each item. (SHOW YOUR SOLUTION) Suppose the population mean for the Second Achievement Test score of PHINMA Ed Students is 550 with a standard deviation of 75. Find the mean and standard deviation of the sample means for samples of size sizes shown on the table below. Round off your answer to two decimal places. Complete the table. Sample size Mean of the Standard deviation of (n) sample means the sample means 50 200 800 950 1,200 1,350 1,600 2,150 2,890 3,140 3,200 Name: Section: MODULE 10: Calculating the Confidence Interval Estimates for Mean u when o is known Individual work. Directions: Answer the following problem. Round off your answer - - N N
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