answer let's apply A, B, C and let's analyze

Let's Apply A. Direction: Identify the terms that will complete each descriptions. 1. The Mean of Sampling Distribution is always equal to 2. We write Finite Population Correction Factor as: 3. The is another label for Mean of Sampling Distribution. 4. The Standard Deviation of Sampling Distribution can be represented as 5. The Population Variance and Standard Deviation is than their counter parts in Sampling Distribution of sample means. B. Direction: Tell what will happen to each standard error of the mean when the sample size is.: increased from 50 to 200? Explain: 2. decreased from 250 to 225? Explain: 3 . increased from 200 to 400? Explain: 4. increased from 40 to 50? Explain: decreased from 600 to 40? Explain: C. Direction: solve for the value of the population correction factor: 1. N=200, n=10 4. N=500, n=10 2. N=2000, n=10 5. N=200, n=20 3. N=400, n=40 Let's Analyze Direction: Solve the problem below. 1. A population consists of three numbers (3, 6, 9). Consider all possible samples of size 2 which can be drawn without replacement from the population. Find the following: a. Population mean b. Population variance c. Populations standard deviation d. Mean of the sampling distribution of the means e. Variance of the sampling distribution of the means f. Standard deviation of the sampling distributions of the means