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(a) Define the function f: R→R by f(x) = x3 + 4. Briefly explain why f is a 1-1 (one-to-one) function. No proof necessary, just an explanation in some detail.
(b) Is the function g: R →Z defined by g(n) = [n/2]a one to one function? (Be careful,[n/2]means the ceiling function.) Explain.
(c) Briefly explain what f-1 means in general and then find f-1 for the function f in part a.
Formulate the Linear Programming model for this problem. Solve the problem using Excel Solver or QM for Windows.
A manufacturer of oak barrels has factories in an area at the location coordinates provided in the following table. Each coordinate unit represents approximately 10 miles. The yearly demand at each factory is also given.
Find the equation of the tangent line to the graph and Find the velocity and the acceleration of the particle and position of a particle moving along a straight line
Teen* is an example of what search strategy
a. If the two products are introduced to the market, what is the probability that both are failures? b. What is the probability that first or the second products are failures? c. What is the probability that neither is a failure?
Just build the payoff matrix model in each caseb.)compute a regret (opportunity loss) matrix.HINT:Your payoff matrix should have six strategies and nine states of nature.
What is the meaning of "Nyquist rate", and what is the Nyquist rate for this signal discuss if the original signal x(t) can be perfectly reconstructed from z(t).
What is the probability that the 13th of any month falls on a Friday? The answer is close to, but not exactly equal to, 1/7.
Compare the results of i) to the exact solution and comment on the accuracy of the numerical algorithm and adopted step size.
Calculate the cost of each individual sale separately using LIFO procedures. The firm uses the perpetual inventory system, and there are 52 units of the item on hand at the end of the year. What is the total cost of the ending inventory according ..
Perform the F-test and comment on the overall usefulness of the model Perform t-test for the statistical significance of individual coefficients.
Even though independent gasoline stations have been having a difficult time, Susan Solomon has been thinking about starting her own independent gas station. Susan's problem is to decide how large her station should be.
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