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- A committee in charge of promoting a Ladies Professional Golf Association tournament is trying to determine how best to advertise the event during the two weeks prior to the tournament. The committee obtained the following information about the three advertising media they are considering using. Cost per Audience Reached per Advertisement Advertisement Category TV Radio Internet s.t. Priority Level 2 Goal Priority Level 3 Goal Goal 1: Reach at least 3.7 million people. Priority Level Goal TV limit X₁ <10 Radio limit X₂ ≤ 15 Internet limit X3 ≤18 The last column in this table shows the maximum number of advertisements that can be run during the next two weeks; these values should be treated as constraints. The committee established the following goals for the campaign. Priority Level 1 Goal Goal 1 200,000 Goal 2 50,000 Goal 3 100,000 X Goal 2: The number of television advertisements should be at least 30% of the total number of advertisements. ✓ $2,500 X $400 Goal 3: The number of radio…! plz solve quickly2. List down all the possible paths from vertex 'a' to vertex 'h'. Arrange your answer from the longest to the shortest path. If the paths have equal values, arrange them alphabetically in ascending order. Answer in this format: a-b-c-d-e-f, each vertex should only be used once in each path, closed-loops are not allowed. 3 (b) 3 2 2 3 4 2 f Longest Path 5 3 4 Shortest Path Note: Do not include the paths: a-d-g-f-c-e-h and a-d-g-f-c-b-e-h
- find its optimal solution by inspection. Minimize w = 10y11. Given the LP model below. Do the following: a. Formulate the new LP model. b. Set up the initial table then identify the optimum column, pivotal row, entering variable out, going variable, Zj row entries, and Cj n-Zj row entries Maximize eamings = $0.80xX₁ + $0.40X₂ + $1.20X3 - $0.10X4 subject to X₁ + 2X₂ + X3 + 5X₁150 X₂ 4X₂ + 8X₂ = 70 6X₁ + 7X₂ + 2X3 - X₂ 120 X₁, X₂, X₁, X₁Z 0Compare interior-point algorithms with the simplex method?