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1. A retailer has data on sales in its stores yesterday. It would like a range that has a 50% chance of covering the sales of a randomly selected store today. Which does the retailer need, a prediction interval or a confidence interval?
2. A tax auditor wants to identify tax returns that report unusually low or unusually high deductions. Does the auditor need a prediction interval or a confidence interval?
a sample of size 21 is taken and a significance test for h0 u 0 versus ha u doesnt equal 0 is run. the test
Sketch the distributions involved, and (c) explain your answer to someone who is familiar with the t test for a single sample but not with the t test for independent means.
The food service operation requires an average of 2 minutes per customer order.
What is the difference between discrete and continuous variables? Under what circumstances would each be applicable? The Acme School of Locksmithing has been accredited for the past 15 years. Discuss how this information might be interpreted as a
question 1 in a simple random sample from a population of several hundred thats approximately normally end of exam
Each left winger votes for a strike three out of four times in strike votes, whereas each right winger votes for a strike only once out of three times in strike votes. If it is known that the Committee has decided against one particular strike, wh..
This study investigates whether study environment affects academic performance. In addition, this study investigates whether sex of student "moderates" the effect of study environment on academic performance (that is, do males and females differ i..
A 'good' correlation is data-context driven. For example, I did a project correlating sales volume per state and customer demographics (pretty 'hard' data) and got a .92 correlation.
The U.S. trade deficit with Canada (billions of dollars) from 2000 through 2007 is reported as shown in the table. Using exponential smoothing and the smoothing constant a = 0.7, what deficit would have been forecast for 2008? Source: World Almanac..
Let X1,..., Xn be a random sample recorded as heads or tails resulting from tossing a coin n times with unknown probability p of heads. Find the MLE pˆ of p.
Develop a null hypothesis and an alternative hypothesis based on the data you have collected. Discuss why you have chosen the hypotheses you developed above. Be sure to discuss the concept of null hypothesis in your response
the data show the bug chirps per minute at different temperatures. find the regression equation letting the first
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