Find the range of optimality for cx

Reference no: EM13123569

Find the range of optimality for Cx

You are given a linear programming problem that has already been solved. The following conditions hold:

(i) You are maximizing the objective function 6x + 5y

(ii) After solving the problem you found that the optimal solution point occurs at the intersection of exactly two of the constraints, namely constraints: (1) 4x +2y ≤ 15 and (2) x + y ≤ 13

Find the range of optimality for Cx, the coefficient associated with variable x by hand using slopes.

Reference no: EM13123569

Questions Cloud

What would be the entry using ifrs : Kramer has two primary bank accounts. At December 31, 2012, one of these accounts had bank overdrafts that caused the balance to have a negative balance of 100,000. The other bank account had a balance greater than 500,000. Kramer recorded the 100..

What are the advantages of flexible exchange rates : Flexible Exchange Rate - What are the advantages of flexible exchange rates respect to fixed exchange rates? Are there disadvantages?

Company balance sheet at the end of the month : The professor, who knew that Joe worked as a factory supervisor, had said that some of Joe's salary could end up on the company's balance sheet at the end of the month. This didn't make any sense to Joe since he gets the salary, not the company.

Compare and contrast proprietary fund reporting : Compare and contrast proprietary fund reporting under GASB No.34 with GAAP financial reporting for non-governmental entities. Examine why GASB requires the direct method for cash flow statements in the proprietary funds instead of allowing the dir..

Find the range of optimality for cx : Find the range of optimality for Cx, You are given a linear programming problem that has already been solved. The following conditions hold

Find probability of getting at least boys among babies : Find the probability of getting at least 127 boys among 152 babies. Does the result suggest that the YSORT method is effective? Why or why not?

Joining nodes and ancestors : Let G be an undirected graph, and let T be the spanning tree genereted by a depth-first search of G. Prove that an edge of G that has no corresponding edge in T cannot join nodes in differect branches of the tree

What types of industries have unearned revenue : What types of industries have unearned revenue? Why is unearned revenue considered a liability? When is the unearned revenue recognized in the financial statements?

Weird marriages : make a powerpoint about weird marriages.

User Account

All Pages