Answer the following questions and show your solution.

On a separate sheet of yellow pad, write the chosen answer using capital letter. Show your solution on the number that needs computation. Pass this to your subject teacher (each number, 1 point). 1. Which of the following Is a type of random sampling method? A. convenience B. non-probability C. purposive D. stratified 2. From the given populations, which of the following sample Is most likely to be representatives of the population from which it is drawn? A. population: senior high school students sample: grade 10 students B. population: online shoppers sample: market vendors C. population: users of social media sample: students D. population: SAP beneficiaries sample: government officials 3. Which of the following is NOT a distinguishing feature of simple random sampling? A. each element in the population has an equal probability of being selected B. random numbers selected to decide which elements are included as the sample. C. each element has a unique identification. D. samples are selected based on the subjective judgment of the researcher. 4. What do you call a number that describes a population characteristic? A. data B. parameter C. sample D. statistic 5. What do you call a number that describes a sample characteristic? A. data B. parameter C. sample D. statistic For numbers 6-8, the following are the scores of learners in a quiz: 9, 7, 8, 9, 7, 5, 8, 10, 7, 8, 10 6. What is the value of the population mean? A. 8.00 B. 8.33 C. 9.00 D. 9.33 7. What is the value of the the population variance? A. 1.56 B. 2.00 C. 2.20 D. 2.87 8. What is the value of the population standard deviation? A. 1.41 B. 1.57 C. 1.68 D. 1.75 9. What distribution pertains to the frequency distribution of the sample mean from all the possible random samples of a particular sample size n taken from the given population? A. sampling B. population C. normal D. frequency 10. Which of the following is NOT a step-in creating sampling distribution of the sample mean? A. determine the number of sets of all possible random samples B. construct a frequency distribution table of the sample mean and probability C. compute for the standard deviation and vanance of the samples D. list all the possible random samples and solve for the sample mean of each set of samples