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1. The ideal estimator of location would have a smaller standard error than any other estimator we might use. Explain why such an estimator does not exist.
2. Under normality, the sample mean has a smaller standard error than the trimmed mean or median. If observations are sampled from a distribution that appears to be normal, does this suggest that the mean should be preferred over the trimmed mean and media.
Popcorn kernels take between 100 and 200 seconds to pop. What sample size (number of kernels) would be needed to estimate the true mean seconds to pop with and error of 5 seconds and 95% confidence level?
In order to estimate the difference between the average hourly wages of employees of two branches of a department store, the following data have been gathered.
The National Park Service has started charging a user fee to park at selected trailheads and crosscountry ski lots. Some users object to this fee, claiming they already pay taxes for these areas. The agency has decided to randomly question selecte..
a bagel shop wants to estimate their daily demand for their popular poppy seed bagel. the shop owner determined that
What distinguishes regression from ANOVA? What are the assumptions and limitations of each, and when should one be used in place of the other
Plot a CDF based on these data. What kind of theoretical distribution do you think would be appropriate for these data? Why?
in a sample of discharge of suspended solids from a phosphate mine it was noted that the mean daily discharge was 27
Find the probability that in a given year a) exactly one major hurricane will strike the U.S. mainland, b) at most one major hurricane will strike the U.S. mainland.
a street has 30 street lights in a row. if 8 of the street lights are damage and you are going to replace them and dont
This project applies linear regression models to the estimation of automobile prices. The dependent variable is the automobile prices. The independent variables are the variables to explain the price.
A recent study indicated that 29% of the 100 women over age 55 in the study were widows. If no estimate of the sample proportion is available how large should the sample be?
suppose a simple random sample of size n49 is obtained from a population with u71 and o21.a describe the sampling
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