A minimization problem has 9 variables and 4 problem constraints. How many variables and problem constraints...
How would you solve this using the dual problem: minimization with problem constraints method? 200, 100 and 100 barrels of low-, medium-, and high-grade oil per day, respectively day, respectively. The com An oil company operates two refineries in a certain city. Refinery I has an output ry IL has an output of 100, 200, and 600 barrels of low-, medium-, and high-grade oil per s and high-grade oil to fill an order. If it costs $20,000/day to operate refinery...
In a transportation problem with 4 sources and 6 destinations, how many fixed requirement constraints will be needed?
Please show work for problem 12. How many constraints are we limited to in the graphical method? a. 2 b. 3 c. 4 d. 5 e. no limits
+ Adulte Com 4. Consider the following LP: max Z = 40 +-23 x +32 56 3.1 +2 -1 59 11,12,13 20 (a) Formulate the augmented LP. (b) How many basic variables does this LP have? (c) How many constraints (excluding non-negativity constraints) does the dual LP have? (d) How many basic variables does the dual LP have? (e) If 81,12 are basic variables in the above, then what are B. B- and B-'8?
Consider the following minimum problem: Minimize: C=2.01 +32 Subject to the constraints: 5.21 +22 > 9 201 + 2.02 > 10 > 0 * > 0 Write the dual problem for the above minimum problem by selecting the appropriate number for each blank box shown below (Do not solve the dual problem). P= (Select) Yi+ (Select) Y2 (Select) 31+ [ Select) y2 <2 (Select) Y1+ Select) y2 <1 yı > 0 y2 > 0
Question 1.(20 points): For each LP problem below, write down the dual LP problem associated with it. Check if the dual problem is in standard or in canonical form (Explain why?). Explain how do you conduct the sign of the variables and the constraints in the dual problem? 2. max z= -x1 +2x3 st. x1 +x2 +13 = 2, Question 1.(20 points): For each LP problem below, write down the dual LP problem associated with it. Check if the dual...
Homework 5: Problem 5 Previous Problem List Next (1 point) How many free variables does each augmented matrix have? 1 0 0 4-9 0 1 0 0 7 aTwo $1000 1 9 9 b, One #10010 c, Two 00010 d. None 0 14 4
1. Write down the entire polynomial-size formulation for Asymmetric Travelling Salesman Problem 2. Explain the constraints and the variables, and HOW the polynomially many constraints work in eliminating subtours.
How many states does this state machine need after minimization? Assume that the initial state is S0. CIRCLE ONE: 1 2 3 4 5
1. Write the dual problem for the following primal problem: Maximize 2x+3y subject to constraints S 14 3r+ 2y S 24 Give the solution to the primal problem and to its dual, if the final simplex tableau is as follows 0 11-1 0 0 5 1 0-1 2 0 0 4 0 0 1 4 1 0 2 0 0 1 1 0 123