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[Q5]: Choose the most suitable answer from the options given. Write down only the number of the question and the letter of the option you choose. (" 1. If it is optimal for both players in a two-person, zero-sum game to select one strategy and stay with that strategy regardless of what the other player does, the game a. has more than one equilibrium point. will have no winner. b. will have alternating winners. d. has a pure strategy solution.. 2. Practically speaking, multiple optimal solutions, a. are infeasible d. are unbalanced b. are unbounded c. are degenerate provide management with greater flexibility in using resources 3. In revising the opportunity cost table of the assignment problem, after drawing lines through all of the zeros a. the smallest uncovered number is added to all zeros. b. the smallest uncovered number is added to all uncovered numbers. c. the largest uncovered number is added to all uncovered numbers. d. the smallest uncovered number is added to all numbers at the intersection of lines. e. the largest uncovered number is added to all numbers at the intersection of lines. 4. When a team of scientists from different disciplines work together for finding the best possible solution in the interest of the organization as a whole then the solution thus obtained is called a. Feasible solution b. Optimum strategy c. Optimal decision d. Quantitative solution 5. In linear programming we need to ensure that both the objective function and the constraints can be expressed as linear expressions of a. Objective function b. Decision variables c. Constraints d. Basic variables 6. If there are three workers in a construction field all with different ability and three tasks are to be completed, then it is an example of a. Linear programming problem b. Transportation problem c. Balanced assignment problem d. Unbalanced assignment problem 7. Decision variables a. tells how much or how many of something to produce, invest, purchase, hire, etc. (B) represents the values of the constraints. d. must exist for each constraint. c. measures the objective function.

[Q5]: Choose the most suitable answer from the options given. Write down only the number of the question and the letter of the option you choose. (" 1. If it is optimal for both players in a two-person, zero-sum game to select one strategy and stay with that strategy regardless of what the other player does, the game a. has more than one equilibrium point. will have no winner. b. will have alternating winners. d. has a pure strategy solution.. 2. Practically speaking, multiple optimal solutions, a. are infeasible d. are unbalanced b. are unbounded c. are degenerate provide management with greater flexibility in using resources 3. In revising the opportunity cost table of the assignment problem, after drawing lines through all of the zeros a. the smallest uncovered number is added to all zeros. b. the smallest uncovered number is added to all uncovered numbers. c. the largest uncovered number is added to all uncovered numbers. d. the smallest uncovered number is added to all numbers at the intersection of lines. e. the largest uncovered number is added to all numbers at the intersection of lines. 4. When a team of scientists from different disciplines work together for finding the best possible solution in the interest of the organization as a whole then the solution thus obtained is called a. Feasible solution b. Optimum strategy c. Optimal decision d. Quantitative solution 5. In linear programming we need to ensure that both the objective function and the constraints can be expressed as linear expressions of a. Objective function b. Decision variables c. Constraints d. Basic variables 6. If there are three workers in a construction field all with different ability and three tasks are to be completed, then it is an example of a. Linear programming problem b. Transportation problem c. Balanced assignment problem d. Unbalanced assignment problem 7. Decision variables a. tells how much or how many of something to produce, invest, purchase, hire, etc. (B) represents the values of the constraints. d. must exist for each constraint. c. measures the objective function.

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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[Q5]: Choose the most suitable answer from the options given. Write down only the number of the question and the letter of the option you choose. (" 1. If it is optimal for both players in a two-person, zero-sum game to select one strategy and stay with that strategy regardless of what the other player does, the game a. has more than one equilibrium point. will have no winner. b. will have alternating winners. d. has a pure strategy solution.. 2. Practically speaking, multiple optimal solutions, a. are infeasible d. are unbalanced b. are unbounded c. are degenerate provide management with greater flexibility in using resources 3. In revising the opportunity cost table of the assignment problem, after drawing lines through all of the zeros a. the smallest uncovered number is added to all zeros. b. the smallest uncovered number is added to all uncovered numbers. c. the largest uncovered number is added to all uncovered numbers. d. the smallest uncovered number is added to all numbers at the intersection of lines. e. the largest uncovered number is added to all numbers at the intersection of lines. 4. When a team of scientists from different disciplines work together for finding the best possible solution in the interest of the organization as a whole then the solution thus obtained is called a. Feasible solution b. Optimum strategy c. Optimal decision d. Quantitative solution 5. In linear programming we need to ensure that both the objective function and the constraints can be expressed as linear expressions of a. Objective function b. Decision variables c. Constraints d. Basic variables 6. If there are three workers in a construction field all with different ability and three tasks are to be completed, then it is an example of a. Linear programming problem b. Transportation problem c. Balanced assignment problem d. Unbalanced assignment problem 7. Decision variables a. tells how much or how many of something to produce, invest, purchase, hire, etc. (B) represents the values of the constraints. d. must exist for each constraint. c. measures the objective function.
Transcribed Image Text:[Q5]: Choose the most suitable answer from the options given. Write down only the number of the question and the letter of the option you choose. (" 1. If it is optimal for both players in a two-person, zero-sum game to select one strategy and stay with that strategy regardless of what the other player does, the game a. has more than one equilibrium point. will have no winner. b. will have alternating winners. d. has a pure strategy solution.. 2. Practically speaking, multiple optimal solutions, a. are infeasible d. are unbalanced b. are unbounded c. are degenerate provide management with greater flexibility in using resources 3. In revising the opportunity cost table of the assignment problem, after drawing lines through all of the zeros a. the smallest uncovered number is added to all zeros. b. the smallest uncovered number is added to all uncovered numbers. c. the largest uncovered number is added to all uncovered numbers. d. the smallest uncovered number is added to all numbers at the intersection of lines. e. the largest uncovered number is added to all numbers at the intersection of lines. 4. When a team of scientists from different disciplines work together for finding the best possible solution in the interest of the organization as a whole then the solution thus obtained is called a. Feasible solution b. Optimum strategy c. Optimal decision d. Quantitative solution 5. In linear programming we need to ensure that both the objective function and the constraints can be expressed as linear expressions of a. Objective function b. Decision variables c. Constraints d. Basic variables 6. If there are three workers in a construction field all with different ability and three tasks are to be completed, then it is an example of a. Linear programming problem b. Transportation problem c. Balanced assignment problem d. Unbalanced assignment problem 7. Decision variables a. tells how much or how many of something to produce, invest, purchase, hire, etc. (B) represents the values of the constraints. d. must exist for each constraint. c. measures the objective function.
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