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As part of a college literature course, students must select three classic books of literature from the provided list an

Posted: Sun Sep 05, 2021 5:15 pm
by answerhappygod
As Part Of A College Literature Course Students Must Select Three Classic Books Of Literature From The Provided List An 1
As Part Of A College Literature Course Students Must Select Three Classic Books Of Literature From The Provided List An 1 (52.83 KiB) Viewed 223 times
As part of a college literature course, students must select three classic books of literature from the provided list and complete critical book reviews for each selected work. Obtain a simple random sample of size 3 from this list. 1. A Tale of Two Cities 2. As I Lay Dying 3. Pride and Prejudice 4. Death of a Salesman 5. The Jungle 6. Crime and Punishment 7. The Sun Also Rises 8. The Scarlet Letter 9. Huckleberry Finn 1. Number the books in your list from 1 to N, where N is the total number of books in the list (N is the number elements in the population) N=9 2. Choose a sample size, n. n=3 C 3. Use the random number generator in Statscunsh to generate n random numbers. (In StatCounch Applets > Random Numbers) © Generated random numbers are: 57,9 4. List down the elements in your selected random sample. Selected simple random sample is:
Stratified Sample The dataset 'employee.csv on Canvas includes data from all 35 employees in a company. Open the dataset in Statcounsh and apply Stratified Sampling technique to obtain a random sample of 15 employees. 1. Divide the employees in the company by gender. Treat each gender as a stratum. 2. Choose a sample size, n, and decide how many employees to sample from each stratum. Sample size: no Number of subjects from 'Male' stratum: Number of subjects from "Female' stratum: 3. Use the random number generator in StatCouns to choose a sample from each stratum. The generated random numbers are: for the sample from 'Male' stratum: for the sample from "Female' stratum: 4. List down the Responseid of employees in your selected random samples from each stratum. selected sample from Male' stratum is: selected sample from 'Female' stratum is: