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Answer the following problems involving Slovin's Formula
1. A researcher plans to conduct a survey. If the population size is 18,000 find the sample size if the desired margin of error is 5%?
A researcher is conducting a survey on the sleeping habits on Grade 11 students in St. Paul College Pasig. The researcher, with a 3% margin of error, was able to get around 200 correspondents from the population. How many students were in the batch to start with?
Heights for college women are normally distributed with mean = 65 inches and standard deviation = 2.7 inches. Find the proportion of college women whose heights fall into the given ranges:
Produce a printout of the frequency tables, showing the total of both frequencies.
Construct the 90% and 99% confidence interval for population mean. Which interval is wider? If convenient, utilize technology to construct confidence intervals.
If you want to be 95% confident of estimating the population mean to within a sampling error of ±5 and the standard deviation is assumed to be ±15.
A department store has determined that 25% of all their sales are credit sales. A random sample of 60 sales is selected. (Please show full steps and excel formulas) a) What is the sampling distribution of?
a survey asks adults to report their marital status. suppose that in the city which the survey is conducted 48 of
Suppose that X is a random variable with just two possible values a and b. For x = a and b find a formula for p(x) = P(X = x) in terms of a, b and µ = E(X).
Teacher perceptions of children with cancer. Liang, Chiang, Chien, and Yeh (2007) tested whether teachers for children with cancer (case) perceived.
1. Define frequency distribution and when is a frequency distribution table more beneficial to utilize.
Roper ASW conducted a survey to learn about American adults' attitudes toward money and happiness. 56% of respondents said they balance their checkbook at least once a month.
a simple computer game is designed as follows at the start of the game 5 identical icons are displayed on the screen
Calculate percentages that describe the nature of the relationship between time spent on extracurricular activities and performance in the course.
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