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Follow the instructions given Name Strand: Grade TEST & Multiple Choice Choose the Writer corresponds the correct answers and write it on the space provided

Follow the instructions given

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Name Strand: Grade TEST & Multiple Choice Choose the Writer corresponds the correct answers and write it on the space provided before each number. STRICTLY NO ERASURE ON THIS PART I, A population consists of the live measurements s. 6. 5, n and 1. How many different samples of women . i can be drawn from the population D.45 _. What is the mean of 19, 87, Jp, 17, and 141 D. LI & A ample Rien to of a population Codescription D. another name 4. How many possible of sire a - 3 can be drawn from a population of ibe ist D. 320 If the variance of the population is to, what is the variance of the umpling distribution of the means of size s drawn from this populationt CUI D. 10 6, Which sample size will give a smaller standard error of the mean? C. 15 D. 35 F. It consists of a fixed number of clements, measurements or observation. A Sampling Error B. Finite Population C Infinite Population D. Standard Error of the Mean E. Which of the following formula gives the finite population correction factor! D. 9. A certain population has a mean of aj.4 and standard deviation of s.6. if random samples of sizes s is taken from this population, which of the following statements is correct? A. The mean of the sampling distribution of the sample means equal to 15.4 B. The mean of the sampling distribution of the sample means is less than 15.4 C. The standard deviation of the sampling distribution of the sample means is 5.6 D. The standard deviation of the sampling distribution of the sample means is 15:4 in Which of the following statement is correct? A. The mean of the sampling distribution of the means is less than the population mean. B. The mean of the sampling distribution of the sample means is greater than the population mean. C The mean of the samples drawn from a population are always equal to mean of the population mean. D. The means of the samples drawn from a population maybe equal, greater than or less than the population mean

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