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In a lengthy manuscript it is discovered that only 13.5% of the pages contain no typing errors. If we assume that the number of errors per page is a random variable with a Poisson distribution, find the percentage of pages that have exactly one or two errors.
Find the critical value at the 0.05 level of significance for a goodness of fit test if there are 6 categories?
Using one of the tests for convergence (comparison, limit, integral, nth term, etc.), show whether the following series converges or diverges:
Use the recurrence equation above and strong induction to prove that F(n) =1, where F(n) is the Fibonacci sequence.
In each case use the Seven Elements of a Test of Hypothesis, in Section 6.2 of your text book with α = .05, and explain your conclusion in simple terms. Also be sure to compute the p-value and interpret.
Application of differential calculus in economics: Profit, Cost and Revenue function - What is the maximum profit if each item is sold for $7? (Assume you sell every thing you produce.)
Discuss a real-life situation where a straight-line graph might be applicable and explain why you think this might be true (show the equation).
Compare the mean baseline Hamilton depression score between paroxetine and placebo groups. Is there a significant difference between the means in two groups? Justify your answer.
find the probability that the airline will have a seat for each person who has reserved one and who shows up
Suppose that V is a complex (i.e. F = C) inner-product space. Prove that if N, an element of L(V), is normal and nilpotent, then N = 0.
A rope is wrapped around a pole so that a force of 75 lbs acts on one end and a force of 53 lbs acts on the other end. If the angle between the two forces is 114 degrees what is the resultant force?
Two factors are extraneous if their effects on the response variable cannot be distinguished from one another.
What is the claim? Compute the critical value for a=0.05, compute the test value. Is there sufficient evidence to support he claim?
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