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Assume that the following are data from cluster sampling with simple random sampling of clusters. There are 10 clusters (primary units) and a total of 100 secondary units in the population. For each of the n = 3 selected clusters, yi is the cluster total for the variable of interest and Mi is cluster size: y1 = 4, M1 = 5; y2 = 12, M2 = 20; y3 = 7, M3 = 10. (a) Give an unbiased estimate of the population total. (b) Estimate the variance of that estimator.
A researcher conducts some research in which they identify a significant positive correlation (r =0.42) between the number of children a person has and their life satisfaction. Which of the following is it inappropriate to conclude from this resea..
Why is sampling strategy important? Please provide one or two examples from your work or past experience?
The Southern Railroad Company has been subcontracting for the painting of its railroad cars as needed. However, management has decided that the company can save money by doing this work itself.
What are the null and alternative hypotheses in this situation?
Use the 5-step approach to hypothesis testing and the calculation of the 95% confidence intervals to answer the following research question: Did you observe a significant difference in Systolic Blood Pressure (SBP) over the course of the study?
Beanie Babies are toy stuffed animals that have become valuable collector's items. Beanie World Magazine provided the information on 50 Beanie Babies given in beanie.xls.
A shop manual gives 6.5 hours as the average time required to perform a 30,000 mile major maintenance service on a Porsche 911. Last month a mechanic performed 11 such services, and his required times were as follows.
He must choose four of the six courses available in his major discipline and three of the four courses offered in related subjects - In how many ways can Prashad list his course choices? Explain the reasoning for your answer.
If there is a negative dependent variable of -0.55, and independent variables Y1 of +0.75 and Y2 of -3.0, how do I interpret the relationships according to the signs?
the mean annual salary for chauffeurs is 21000. a random sample of size 45 is drawn from this population. assume that
What is the value judgment that underpins Pareto efficiency? Who might find it objectionable? Why?
What is the probability that among 10 true hypertensives at least 50% are being treated appropriately and are complying with this treatment?
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