Q2) Choose the correct answer1) The PERT method to solve?a) Game theoryb) transportation model2) To find the saddle point in game theory?a) maxmin >minmaxb) maxmin minmax3) Latest finish time is represented by ?a) VAM b) ESc) Lf.4) The Method to find transportation model ?a) Graphical method b) Vogels approximation method5) Pessimistic time is represented by ?b) tpa) toc) t₂-c) network analysis.c) maxmin = minmaxc) PEPT method

1) network analysis 2) maxmin= minmax 3) Lf 4) Vogels approximation method 5) tp

Answered: Q2) Choose the correct answer 1) The…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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A. Suppose that the economy is characterized by the following behavioral equations: • • C = 160+ 0.6 Yd I = 150 • G = 150 • T = 100 b) If the government decides to decrease its spending by 40, ceteris paribus, identify or solve the following: • C₁ • (1-c₁₂) . Y • Yd • C • multiplier . А . Z • Sprivate • Spublic
#1 EE.7b 1) Sebastian buys 5 tacos and 8 enchiladas for 51 dollars. Charlie buys 3 tacos and 6 enchilladas for 33 dollars. 1) Part A: Enter the cost for one taco. 1) Part B: Enter the cost for one enchilada. A. В. 7 8 X 4 6. 3. RK12
find: a. The optimal solution for PLE. b. Find the whole solution, rounded. c. How much profit could a company lose if it implemented the rounded solution? Your answer must be accompanied by your calculation memory in pdf file, it will not be valid without this support. Maximize 6X1 + 2X2 + ХЗ r.a: 4X1 + 2X2 + 7X3 > 54 3X1 + 9X2 + 8X3 0 and integers
Let a monopolist has 8 stores in a city. Using Hotelling linear city model, a)calculate the Total Social Surplus (TSS) and profit of the monopolist. b) Can we say that TSS is at its maximum when the number of firms is four? c) Can we say that profit is maximised when the number of firms is seven? Justify your answers clearly. (Note: Use ALL of the assumptions below and also following values for the parameters: R = $10; c = $2; N = 1000; t = $2; and F = $40 in your analysis). Assumptions : prices and quantities for the two stores given any fixed locations for the two. how the two stores would compete in terms of locations if they could move back and forth along the length of land l at zero costs. the socially efficient location of stores for any number of stores. Main Street is of length l = 1 mile; so the street begins at l = 0 and ends at l = 1. There are N identical consumers each with the same utility function equally spaced along Main Street; that is, there is a uniform density…
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1.) The LP problem has an unbounded feasible regionA.) TrueB.) False 2.)How many corner points are there in this LP problem?A.) 1B.) 2C.) 3D.) 4 3.) Which of the following points is a corner point in the feasible region for this LP problem?A.) (0,0)B.) (0,10)C.) (4,6)D.) None of the above 4.) Which of the following gives an optimal value of the objective function for the LP model in this problem?A. ) (0,0)B.) (0,10)C.) (4,6)D.) None of the above
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