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Question: Suppose that a simple random sample is used to estimate the proportion of families in a certain area that are living below the poverty level. If this proportion is roughly .15, what sample size is necessary so that the standard error of the estimate is .02?
The standard deviation of the annual movements in the Swiss franc is .0557, or 5.57 percent. It is necessary to focus on the volatility of the movements, not the actual values. T
The analyst concludes that the patients of physicians not participating in the program are older than the patients of participating physicians and therefore not a good comparison group for an observational study.
question following are the scores on a teacher certification test administered prior to hiring x and the principals
For this assignment, you will write a 2-3-page essay (double-spaced, 1-inch margins) providing examples of how some facet of "process philosophy" has impacted American government and/or society. You may focus on just 1 example, or you may discuss ..
a distribution center receives shipments of a product from three different factories in the quantities of 60 30 and
Can you conclude that information in article is untrue? Use 0.05 significance level. Find out p-value and explain its meaning.
State in your own words what is meant by Type I and Type II errors. Why are these important
So which of our two main political parties is more concerned with achieving broad happiness, and which party is more concerned with fulfilling selfishness?
A SJSU statistics instructor is interested in the median number of classes the state of California college students take. What is the population she is interested in?
70 people received a higher score on the second test, 13 a lower score, and 1 received the same score. At the 0.05 significance level, test the claim that the music has no effect on memorization skills.
Assignment: Statistical Quality Control- Is the product in control? If not in control, what sample(s) was outside of the limits, i.e. below LCL or above UCL?
if the correlation between the two independent variables of a regression analysis is 0.11 and each independent variable
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