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Suppose that we have a collection of marbles in a bag. There are 2 Blue marbles and 6 Yellow marbles. Suppose we draw 3 marbles from the bag without replacement. Draw the probability tree associated with this experiment. What is the probability that we will select 2 Blue marbles? What is the probability that we will select no more than 1 Blue marble? What is the probability that we will draw a Yellow marble on first and second selection?
When a person defaults on a loan, which type of error did the bank make?- Which kind of error is it when the bank misses an opportunity to make a loan to someone who would have repaid it?
After hearing about your decision-analysis course, he asks you whether you have learned anything that might help him in his decision. What kinds of is sues are important in deciding whether to buy a retail business? Describe how he might use sensi..
a. Did the sample of Valproate-takers have a lower percentage engaging in heavy drinking?
What is the purpose of partial correlation?- When a path diagram is shown, what information is conveyed by the arrows leading from one variable to another?
Medicine and Clinical Studies A new surgical procedure has been developed to remove cataracts; it involves a smaller incision.
Consider the data for a three-group MANOVA with two dependent variables. Run the MANOVA on SPSS. Is it significant at the .05 level? Examine the univariate F's at the .05 level. Are any of them significant? Explain this situation.
The density of a sample of NH3(g) at a pressure of 1.00 atm is 0.931 g/L. What is the root-mean-square speed (in m/s) of the molecules in this sample?
If a 98% confidence interval is used and the maximum allowable error is $80, how many cardholders should be sampled?
(b) only the potential type II customers are willing to wait until being served (those of type I go away if the hairdresser and her assistant are busy),
Explain why there are 17 tests that conclude that individual data sets are Not Gaussian when we know for certain that they were sampled from a Gaussian distribution? Do the false positives indicate a problem with the random number generator or normal..
Six workmen are on a sinking barge and there are only four life jackets. How many combinations of survivors are there?
Can you please describe what I need to do to complete this? I do not understand how to plot the figures within the spreadsheet or calculate them.
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