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Campus Solutions Inbox MTH 210 Finite Mathematics Summer 2022 Homework: Section 4.2 Homework Solve the linear programming problem using the simplex method. Maximize M= x

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Campus Solutions Inbox MTH 210 Finite Mathematics Summer 2022 Homework: Section 4.2 Homework Solve the linear programming problem using the simplex method. Maximize M= x + 3y + 7z subject to x + 2z s 10 3y + 256 X, y, z20 Find the solution. x = , y= , z=. M=Campus Solutions Inbox MTH 210 Finite Mathematics Summer 2022 Homework: Section 4.2 Homework Solve the linear programming problem using the simplex method. 5x + ys 50 Maximize 2x + 5y subject to the constraints 5x + 2y $ 70 . x20,y20 Construct the corresponding linear system of equations with slack variables. O A. 5x + y + u2 50 5x + 2y +v2 70 - 2x - 5y + M20 O B. 5x + y + u=50 5x + 2y +v=70 2x + 5y + M=0 O C. 5x +y+ uz 50 5x + 2y +v270 2x + 5y + M20 O D. 5x + y+ u=50 5x + 2y + v=70 - 2x - 5y + M=0 D mylab.pearson.com C + Campus Solutions Inbox Assignments Do Homework - Section 4.2 Homework Course Hero MTH 210 Finite Mathematics Summer 2022 racheal williams |07/03/22 10:40 AM Homework: Section 4.2 Homework Question 8, 4.2.25-LS HW Score: 3.7%, 0.33 of 9 points Part 1 of 2 Points: 0 of 1 Save As part of a weight reduction program, a man designs a monthly exercise program consisting of bicycling, jogging, and swimming. He would like to exercise at most 24 hours, devote at most 6 hours to swimming, and jog for no more than the total number of hours bicycling and swimming. The calories burned per hour by bicycling, jogging, and swimming are 200, 627, and 263, respectively. How many hours should be allotted to each activity to maximize the number of calories burned? If he loses 1 pound of weight for each 3,500 calories burned, how many pounds will he lose each month exercising? How many hours should be allotted to each activity to maximize the number of calories burned? hours for swimming hours for bicycling hours for jogging Clear all Check answer Help me solve this View an example Get more help -] Campus Solutions Inbox MTH 210 Finite Mathematics Summer 2022 Homework: Section 4.2 Homework Solve the linear programming problem using the simplex method. 9x + 2y s 60 Maximize 2x + 9y + 500 subject to the constraints x+ ys 50 X20, y20 Find the solution. x =[. y=[. M = 0Inbo 4 NO ZOOF Homework: Section 4.2 Homework OTO MTH 210 Finite Mathematics Summer 2022 Determine the next pivot element for the tableau. Campus Solutions BroO CO XNFN The pivot element is mylab.pearson.com Campus Solutions Inbox Assignments Do Hom MTH 210 Finite Mathematics Summer 2022 Homework: Section 4.2 Homework

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