Using graphic method to solve linear programming
Use graphic method to solve the following linear programming: Max z=2x+3y st. x+y<=10 x-y>=0 x>=0 y>=0
Linear Programming : Maximizing Assemblies
The Stackhouse Corporation makes a product which is essentially an assembly consisting of two parts, A and B, stacked on top of each other. The height of the assembly is the sum of the heights of the two parts. Parts have been measured and classified by their deviation from their nominal dimension in thousandths of an inch. Th ...continues
I don't understand how to show the relationship between a to ab to b to bc to c
A Company produces three products, A, B and C and can sell these products in unlimited quantities at the following unit prices: A, $10, B$56 and C, $100. Producing a unit of A requires 1 hour of labor; a unit of B, 2 hours of labor plus 2 units of A; and a unit of C requires 3 hours of labor and 1 unit of B. A total of 400 lab ...continues
Linear Programming : Trim and Surplus Waste
International Cellulose Corporation produces paper products. In one of its processes reels of 100 inch wide paper are cut into smaller width reels of the same length. Each week, orders for different width reels are received. This week the company has orders for 30, 50 25, and 90 reels, respectively, of the 60, 48 36 and 24 inc ...continues
My professor gave us a golden search problem to practice on, and he gave us the answer. I can not get to the same place he did. I think I am not selecting the intervals of uncertainty correctly, but I am not sure. Can you help? The attached file has the problem, and the way I worked it.
Powells Search method--Request 101767 if available
The attached file has some slides provided by my professor on the univariate method and powell's method. I am having trouble understanding, so I tried to work an example, but I am not getting very far. As you work the example, could you explain each step as you go. My professor tried but he and I both ended up frustrated, a ...continues
Kuhn-Tucker Conditions and Optimization -Request OTA 101767 if available
I have been trying to solve the following problem. Maximize z=x-y subject to: x^2+y^2<=1 The attached file has the work I have done so far. I can't seem to reach plausible solutions.
I supplied my objective function and constraints and I am obviously off. I don't understand why it is selling in month one rather than month three. Please point out the correct objective function and constraints.
Please see the attached file for the fully formatted problem. I am working on a way to find the minimum of a function J(Y) with the constraint set C = {X E R^N such that gt(x) =<0 Vi E [1,n]} Let L(Y, mu) = J(Y) + SIGMA m --> i = 1 muigi(Y) be the lagrangean of the problem. I am having trouble proving the following ...continues
A wire 10 feet long is to be cut into two pieces, each of which is to formed into a square. What is the largest possible total area of the two squares? What is the smallest possible total area?
