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Question: 1. Given data on y and x explain what functional form you will use and how you will estimate the parameters if
(a) y is a proportion and lies between 0 and 1.
(b) x > 0 and x assumes very large values relative to y.
(c) You are interested in estimating a constant elasticity of demand function.
2. (Stochastic regressors) In the linear regression model
y1 = α + βx1 + u1
Suppose that x1, IN(λ2). What is the (asymptotic) distribution of the least squares estimator ? Just state the result. Proof not required.
Three people, A, B and C, live in the same neighborhood and use the same bus line to go to work. Each of the three has a probability of ¼ of making.
Historically, Jones Trucking has had a P/E ratio of 14.6. The firm has current net income of $92,000 with 85,000 shares of stock outstanding. The EPS growth rate is 4.5 percent. What is the expected price of this stock one year from now?
A U.S. government bond matures in 10 years. Its quoted price is now 96.4, which means the buyer will pay $96.40 per $100 of the bond's face value.
Use spectral factorization to determine the optimal control gains for (1), with ? = 0 3, ?n = p, t = 0.2, R= 1.
Use the result of the previous problem to show that the Klee-Minty problem requires 2n - 1 iterations. Compare the performance of the largest-coefficient.
Snoopy and Snert hate each others guts. Therefore, either Snoopy can be on the team, Snert can be on the team, or neither of them can be on the team. However, both of them can not be on the team. Formulate the integer LP problem to determine whic..
In a perfectly competitive economy, there are two individuals, A and B, and two goods, X and Y, each in fixed supply. Before trading commences A has no X.
MAST20029 Engineering Mathematics Assignment. Use MATLAB to help compute the Fourier coefficients bn for the Fourier series F(t). Give your answer as a simplified expression for bn in terms of n
For the pairs of matrices below say whether it is possible to add them together and then, where it is possible, derive the matrix C = A + B.
Explain the connection between reduced costs and the range of optimality, and between dual prices and the range of feasibility.
A friend of yours has just learned about Monte Carlo simulation methods and has asked you to do a simulation of a complicated decision problem to help.
Which of the following is most consistent with the Natural Law School of jurisprudence?
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