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Question: It was suggested that five is the minimum number of data points for the least likely category when constructing discrete distributions. In many cases, however, we must estimate probabilities that are extremely small or for which relatively few data are available. For example, the probability of bankruptcy for a firm is (hopefully) quite small, but it is important for both borrowers and lenders to know this small probability value. Typically, either expert opinion or proxy measures are used to determine these small probability values instead of using data, What makes us reluctant to use data to estimate small probability values?
Calculate the t statistic for the above data (put final answer in blackboard and upload math) What is the critical deviate for the PCA/Duramorph situation
An insurance company is initerested in the relationship between the number of licensed vehicles in a state and the number of accidents per year in that state.
Consider the supply of beer. What shape would this supply curve have? Why? What effect would each of these events have on the beer supply curve?
Draw the corresponding transition diagram (digraph). Provide 5 strings that are in the language generated by the automaton.
Develop the analysis of variance computations for the following completely randomized design. At a = .05. is there a significant difference.
How do bonds provide financing to corporations for their capital projects? What are the key differences between using bonds to finance capital projects and using stock for that purpose?
Solving the final nonlinear equation in the problem statement for θ. Once θ is known, you can this solve for the location of the football, i.e., solve for x and y using a series (or vector) of time values.
The longer a loan schedule lasts, the more interest you will pay. To illustrate, a $20,000-car-loan at 9% APR (compounded monthly) for three years.
a sunco oil produces oil at two wells. well 1 can produce as many as 150000 barrels per day and well 2 can produce as
For an infinite string, what initial conditions would give rise to a purely forward wave? Express your answer in terms of initial displacement u(x, 0) = f(x) and initial velocity ut(x, 0) = g(x) and their derivatives
bivariate normal distribution - Find a constant a such that P(3X1 -X2
1. What business risks does the Red Flags Rule protect against? Briefly discuss who is covered by the Red Flags Rules and how does a subject entity demonstrate compliance with Red Flags Rule?
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