For the following LP problem: Max 8X + 7Y s.t. 15X + 5Y <= 75 10X + 6Y <= 60 X
Question: For the following LP problem:
Max 8X + 7Ys.t. 15X + 5Y <= 75
10X + 6Y <= 60
X + Y <= 8
X,Y >= 0
a. graph to show each constraint and feasible region
b. Identify optimal solution point on graph. Values of X & Y at optimal solution
c. Optimal value of objective function
Price: $2.99
Answer: The answer consists of 3 pages
Deliverables: Word Document
Deliverables: Word Document
-
[Solution] Evaluate ∫{((2{e^{2x}}-{e^x})dx)/(√{3{e^{2x)}-6{e^x}-1}}} #2523
-
(Solved) Determine a rational function that has vertical asymptotes at x = -2 and x = 3 , an x-intercept at 0 #20743
-
Solution: Prove that for any 2x2 probability matrix P the vector Y={{[ 1,1 ]}^{T}} an eigenvector. Then prove #13727
-
(See Solution) In problems 49-66 sketch the graph of the equation. Look for extrema intercepts, symmetry and asympto #4001
-
Math Solutions
-
Math and Statistics Answers
