Stan is working on a class project for which he must interview ten of his classmates. He places the names of everyone in his class into a hat and selects 10 names. What kind of sampling is this? o systematic sampling multi-stage sampling o simple random sample convenience sampling
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- The College Board reported the following mean scores for the three parts of the SAT: Assume that the population standard deviation on each part of the test is = 100. For a random sample of 30 test takers, what is the sampling distribution of for scores on the Critical Reading part of the test? For a random sample of 60 test takers, what is the sampling distribution of for scores on the Mathematics part of the test? For a random sample of 90 test takers, what is the sampling distribution of for scores on the Writing part of the test?Imagine that for a study, data is to be collected from a population size of 9000 items. The population is divided into strata of size 2700, 1800 and 4500 respectively. The required sample size is 100. The number of items that is selected from the strata to form sample is: a. 30, 16 and 54 b. 30, 20 and 50 c. 29, 21 and 50 d. 30, 19 and 51 fast plz i dont have timeSample Evaluation. Gloria Bush has performed a sampling plan to estimate the numberof children per household in her neighborhood. In doing so, she established a 10 percentacceptable level of sampling risk and found a sample estimate of 2.5 children per household.Based on the acceptable level of sampling risk, she calculated a precision of 0.7 children perhousehold.Required:a. Define the terms precision and reliability. How are these terms related?b. What is the precision interval in this example? What statement can Bush make based onher sample evidence?c. Assume that she desires a lower sampling risk (5 percent). How will this affect the precision interval?d. If she is interested in knowing whether the number of children per household exceeds1.5 children, how would you advise her based on the following outcomes? In all cases,assume that the sample estimate is 2.5 children per household.1. Reliability = 90 percent; precision = 0.7 children per household.2. Reliability = 95 percent;…
- The following are auditor judgments and attributes sampling results for six populations. Assume large population sizes. 1 2 3 4 5 6 EPER (in percent) 2 0.5 1 0 2 5 TER (in percent) 6 4 20 3 8 10 ARO (in percent) 10 5 10 5 5 10 Actual sample size 100 100 20 100 60 60 Actual number of exceptions in the sample 2 3 1 1 1 5 For each population, did the auditor select a smaller sample size than is indicated by using the attributes sampling tables in Table 15-8(p. 519) for determining sample size? What are the implications of selecting either a larger or smaller sample size than those determined using the tables? Calculate the SER and CUER for each population. For which of the six populations should the sample results be considered unacceptable? What options are available to the auditor? Why is analysis of the exceptions necessary even when the populations are considered acceptable? For…Discovery and Sequential Attributes Sampling. Sydney Siebenthaler, the audit managerfor Jennifer’s Running Shirts Inc., has just returned from a continuing education class onaudit sampling and now wants to use discovery sampling or sequential sampling on the Jennifer’s audit because the class instructor said that the sample sizes would be significantlysmaller. “Talk about a no-brainer!” Siebenthaler exulted.Jennifer’s has good controls, and the audit team has performed tests of controls over thepayroll procedures in previous years to reduce substantive tests of payroll accounts to onlyanalytical procedures. In the previous year, the audit team used the following parameters:risk of overreliance, 10 percent; expected population deviation rate, 2 percent; and tolerablerate of deviation, 10 percent, which resulted in a sample size of 38. The auditors increased(rounded) the sample size to 40 items, and one deviation was found. The resulting ULRDrate was 9.4 percent, and the control was…Graph the OC curves for the sampling plan described in Problem 58 for both manufacturers A and B. Problem 58 A maker of personal computers, Noname, purchases 64K DRAM chips from two different manufacturers, A and B. Noname uses the following sampling plan: A sample of 10 percent of the chips is drawn and the lot is rejected if two or more defective chips are discovered. The two manufacturers supply the chips in lots of 100 and 1,000, respectively. a. For each manufacturer, determine the true proportion of defectives in the lot that would result in 90 percent of the lots being accepted. You may use the Poisson approximation for your calculations. b. Would you say that this plan is fair?
- People end up tossing 12% of what they buy at the grocery store. Assume this is the true population proportion and that you plan to take a sample survey of 540 grocery shoppers to further investigate their behavior. Show the sampling distribution of , the proportion of groceries thrown out by your sample respondents.Sampling and Nonsampling Risk. Read the following five independent sampling applications.Required:Indicate whether each situation is characteristic of sampling risk (S) or nonsampling risk(N). Provide a brief explanation for your answer.a. You are estimating the average net income of passengers on a particular airline flight.You randomly select three rows of seats (a total of 18 passengers) and calculate the average income of those passengers.b. When estimating the average time for swimmers in a 25-meter freestyle race, you inadvertently include the times of swimmers from other events (butterfly, breaststroke, andbackstroke) in your sample.c. When estimating the average time necessary to finish an examination, the class of students you randomly selected was an honors section of the course.d. When estimating the percentage of sixth-grade students who plan to attend college,your sample includes a disproportionate number of students attending intermediateschools located in small college…In a sampling application to determine the average weight of students enrolled in a fitnessclass, if the sample estimate is 120 pounds, the precision is 10 pounds, and the reliability is90 percent, which of the following statements is true?a. There is 10 percent likelihood that the average weight of a student in the class is morethan 130 pounds.b. There is 10 percent likelihood that the average weight of a student in the class is less than110 pounds.c. There is 90 percent likelihood that the average weight of a student in the class is less than110 pounds or more than 130 pounds.d. There is a 90 percent likelihood that the average weight of a student in the class is between110 and 130 pounds.
- Basic Sampling. You are attempting to determine whether you are taller or shorter than theaverage of students currently enrolled in your university. You have just learned about sampling and have decided to sample students to determine the average height at your university.Required:a. Define sampling.b. What are the advantages and disadvantages of using sampling to answer this question asopposed to examining the entire population?c. In which situations would you be more likely to use sampling (applied to this particularexample) as opposed to examining the entire population?Which kind of sampling plan was used in each of the following situation? Would the plan result in an unbiased sample? - the manager of large shopping mall are trying to decide whether to add another information booth to the concourse. They hire a student to stand by one door and ask the next 100 people who enter the mall wether they would like to see another information booth added to the mall and If so where?The American League consists of 15 baseball teams. Suppose a sample of 5 teams is to be selected to conduct player interviews. The following table lists the 15 teams and the random numbers assigned by Excels RAND function. Use these random numbers to select a sample of size 5.