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Question: Five hundred tickets, marked 1 through 500, are sold at a high-school cake raffle. I have tickets 17, 93, and 202, My friend has tickets 4, 101, 102, and 398. One of the tickets will be chose at random, and the owner of the winning ticket gets a cake. Make an outcome space of this situation, and indicate how each of the following events can be represented as a subset of your outcome space.
a) one of my tickets is the winner:
b) neither my friend nor I win the raffle:
c) the number on the winning ticket is just I away from the number on one of my tickets.
What is the? 95% confidence interval for the proportion of all Americans that watch 60? Minutes?
consider three jars labelled jar 1 jar 2 and jar 3. jar 1 contains one red ball and three green balls. likewise jar 2
Two-way Table from Data The first step in finding an association between gender and handedness among the students in to create a two-way table.
Assuming a standard deviation of 5 minutes and a simple random sample of 50 persons who filled out the long form, what is the probability that their average time for completion of the form was more than 45 minutes?
a firm has k250000 to spend on labour and raw materials. the output of the firm is axy where a is a constant and x and
Construct a 95% confidence interval for the difference between the population means. Assume the population variances are unknown but equal.
State the degrees of freedom for a two- tailed test for zero slope, and use Appendix D to find the critical value at á = .05. (c) What is your conclusion about the slope? (d) Interpret the 95 percent confidence limits for the slope. (e) Verify tha..
Lowering the drinking age. A July 2007 Gallup Poll asked a random sample of 464 adults whether they would favor or oppose a federal law that would lower.
(1) How very over-conservative the log correlation algorithm is, and (2) How variable the aligns algorithm is in fitting a Gaussian to the correlation function.
Find the relative risk for moderate beer drinkers as compared to nondrinkers, finds the 95% confidence interval
In Problem 10.12.1, we found that passing a stationary white noise process through an integrator produced a nonstationary output process Y(t). Does this example violate Theorem 11.2?
If probability of getting sample mean x less than unreported sample mean is 0.025, determine value of the unreported sample mean?
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