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These certificates will return 27% (total). If Fixx reinvests his money every year formulate and solve the LP that will determine the investment strategy that will maximize John's total cash at th
Modify the formulation by adding a constraint that whoever does the cleaning should not also do the marketing. Re-solve the modified formulation.
The Dewright Company is considering three new products to replace current models that are being discontinued. Formulate and solve the Dewright Company's problem.
There are 60 regular attendees and no trainees present at the beginning of January. Formulate and solve the LP to find the least cost values of xt (t=1...6) that satisfy the demand. Don't worry a
Assuming that both Mobile and Galveston have infinite capacity, reformulate the problem to minimize the daily cost of transporting and refining the oil requirements of Los Angeles and New York.
Add slack variables x4, x5 and x6, and perform iterations of the simplex algorithm. Show each completed iteration using tableau. The final (filled) tableau of the primal must be provided.
What does it mean to describe a basis as infeasible but optimal? (ii) Use the Dual Simplex method to solve the following problem:
Clocks sell for €45, radios for €60, and toasters for €35. The company wishes to know the optimal product mix that will maximise profit. Formulate the problem as a LP problem.
A company manufactures three models of a certain product. Formulate the problem of finding the product-mix which will maximise weekly profit as a LP problem.
Compute the condition number for each root of the equation: z^2-2bz+1=0 as a function of b, and compare with previous results.
Find the inverse function f-1(x)of the one to one fuction f(x)=2x^3+1, verify if they are inverse to each other, and then graph(using table of values)both functions in a same square window. What can
Partial Derivatives and Total Differentials (Show your steps!) For f (x; y) = ln(x2 + y), solve for its gradient vector and Hessian matrix.
Find the perpendicular distance of the plane 5 x + 2 y - z = -22 from origin 0 by first finding the co-ordinates of the point P on the plane - What is the minimum distance the ant must travel befor
For the three vectors in Part 11, find the corresponding values of λ1, λ2, and λ3 and find a matrix E such that A2 = X E
Write the elements of matrix R in terms of real-numbers r1, r2,..............rN. Clearly, show at least the top 4 x 4 part and all the elements on the four corners.
For the three vectors in Part 11, find the corresponding values of λ1, λ2, and λ3, compute the determinant of and Create a 3 x 3 matrix X where x1 is 1st column, x2 is 2nd column
Find paremetric representations and sketch the path and what it the shape of the given contour - evaluate the function using Cauchy's integral formula and Find two sets of paremetric representations a
Determine the Cartesian equation of the plane that has x-, y-, and z-intercepts at 2, -4, and 3 respectively and determine the Cartesian equation of the plane that passes through the origin and is par
Give an NFA with minimum number of states for the following language with the alphabet A, the first input to the NFA will be the left-most letter of the string
Measure the quantities of the following items in the following drawing: Do not round the numbers in the middle of calculation. Write two decimal places to show the numbers used in your calculations
Your boss calls you into his office and he is extremely angry. He was embarrassed at a meeting because he put forward a recommendation that you had made and his idea was shot down by one of the tech
Draw a decision tree for this problem and what is the optimal decision for this investor and what is the EMV for this decision?
Simple differential equation modelling the smoke layer depth (y) in a large atrium provided with dynamic smoke extraction system.