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Here again is the data on expense ratio (%) for a sample of 20 large-cap blended mutual funds introduced in Exercise 1.53:
A normal probability plot shows a distinctly nonlinear pattern, primarily because of the single outlier on each end of the data. But a dotplot and boxplot exhibit a reasonable amount of symmetry. Assuming a symmetric population distribution, does the data provide compelling evidence for concluding that the population mean expense ratio exceeds 1%? Use the Wilcoxon test at significance level. 1.
Exercise 1.53: A mutual fund is a professionally managed investment scheme that pools money from many investors and invests in a variety of securities. Growth funds focus primarily on increasing the value of investments, whereas blended funds seek a balance between current income and growth. Here is data on the expense ratio (expenses as a % of assets, from www .morningstar.com) for samples of 20 large-cap balanced funds and 20 large-cap growth funds ("largecap" refers to the sizes of companies in which the funds invest; the population sizes are 825 and 762, respectively):
Calculate and compare the values of x, ,x , and s for the two types of funds.
b. Construct a comparative boxplot for the two types of funds, and comment on interesting features
If a blue ball is selected you win nothing. Let X be the amount that you win. The expected value of X and let the random variable X be a random number with the uniform density curve given below
If the independent r.v.'s Xj, j = 1, . . . , r have the Geometric distribution with parameter p, show that the r.v. X = X1 + · · · + Xr has the Negative Binomial distribution with parameters r and p.
two students from a certain university are randomly selected from all other students who attend that university. the
test the research hypothesis at the .01 level
Calculate separately for each group (AG positive and AG negative) the mean x, variance s2, and standard deviation s for survival time. Calculate separately for each group (AG positive and AG negative) the mean, geometric mean, and median for w..
if you reject the null hypothesis for the kruskal-wallis test h-test what test would be run
multiple choice question based on multiple regression.1. below you are given a partial computer output based on a
It declined from 28 percent to 27 percent. Married couples without children at home live in another 29 percent of suburban households. The remaining 15 percent are single-parent homes. Use the given information on type of household in 2000 to con..
a die is rolled twice. let x denote the sum of the two numbers that turn up and y the difference of the numbers
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Construct a 99% confidence interval estimate of the population proportion of accounts that would purchase the additional line if the handset were free.
Would you play this game if you wanted to make money? What do we expert the value of the results of the game to be?
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