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Question: Suppose you play a game at a casino where your probability of winning each game is 0.49. On each game, you bet $10, which you either win or lose. Let P(n) be the probability that you are ahead by at least $50 after n games. Graph this probability versus n for n equal to multiples of 50 up to 1000. Discuss the behavior of this function and why it behaves as it does.
Discuss the drawbacks of this process, including any drawbacks you identify that are not mentioned in the NetMBA summary.
1. the random sample of five observations in exercise 1-1 found ? 11.2 and s2 9.2. state your assumptions and
question a high volume production process produces on average 3.4 defective parts per hour and the number of defects
Utilizing Excel data analysis calculate t distribution also deduce the result. Study of variance is used to investigate if there is a difference in the mean mileage of the three cars.
A random sample of 1440 current job applicants results in 61 failures (based loosely on data from the American Management Association).
consider two random variables x and y. suppose that the variance of x is 20 that this of y is 10 and that the
Why was Lincoln elected in 1860? What surprised you?
a sample survey at a super market showed that 204 of 300 shoppers regularly use coupons. use the large- sample
Test the assumption that the more experienced consultant has higher satisfaction ratings at the 5% significance level. Show all steps.
Is there any evidence to suggest that the standard deviation in outpatient charges for this service is greater than 1000? Assume normality and use a = 0.05.
10-701 Machine Learning - Spring 2012 - Problem Set 3. Write the Information Gain in terms of the K-L divergence of two distributions. In other words, find P and Q such that IG(X, Y ) = DKL(P||Q)
for each of the following statements give the null hypothesis ho and the alternate hypothesis h1.1. the mean average
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