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During tax season, 48.3% of Canadians file their own taxes, while the other 51.7% use professional accounting services. Given a Canadian files their own taxes, there will be errors in their tax return 12.6% of the time, while Canadians who use professional accounting services only have errors in their tax returns 5.4% of the time. What is the probability a randomly selected Canadian will have an error in their tax return?
They believe their process meets the target and should go ahead and launch the product, including drone deliveries of beer.
Why is the reliability of an instrument important? Could you create a test of your own one evening, administer it to a sample the next day
What percent of the variation in January Temperatures can be explained by variation in Latitude?- What is indicated by the fact that the correlation is negative?
a. Use Excel to generate the appropriate ANOVA. b. At the 5 % significance level, is there interaction between brand name and whether a car is garaged?
All work must be shown step by step. When using Excel for calculations list the Excel functions used and when they were used
Sample of 100 measurements were taken to analyze concentration of impurities in a product. Calculated sample mean was 65 ppm (parts per million). Assuming that population standard deviation is 20 ppm, estimate margin of error and confidence interv..
A survey of 529 citizens found that 311 of them favor a new law. We want to find a 95% confidence interval for the true proportion of citizens who favor the law
Determine the probability that among 6 companies surveyed at random, number that provide employees 4 weeks of vacation after 15 years of employment.
twelve plots of land are divided randomly into 3 groups. fertilizers a b and c are applied to the three groups
B reports to C's statement to A. If A asserts that B denies that C claims D is a liar, what is the probability that D spoke the truth?
How and why could an Alabama Paradox occur? Explain how applying the Huntington-Hill apportionment method helps to avoid an Alabama Paradox. Calculate the absolute and relative unfairness of this apportionment.
Stat 1 Fall 2008 - Homework 2. Do the authors believe this comparison is accurate? Why do you think the authors made the comparison (albeit in a more limited form) in their NEJM article
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