Enabled: Chapter 8 Non-Linear Programming E...SavedHelpSave & ExUse Evolutionary Solver to solve this non-linear program.Max 4x2 + 0.15y3 - 1.424s.t.65xs 205sys 204S zs 21What are the optimal values of x, y and z? (Round your answers to nearest whole number.)Optimal valuesyWhat is the optimal value of the objective function? Use your rounded answers for x, y and z. (Round your answer to 2 decimalplaces.)Optimal value< Prev1 of 5Next >

Since I have solved similar ones,let us solve the problem step by step... Finding the optimal values…

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College Algebra

7th Edition

ISBN:9781305115545

Author:James Stewart, Lothar Redlin, Saleem Watson

Publisher:James Stewart, Lothar Redlin, Saleem Watson

Chapter5: Systems Of Equations And Inequalities

Section: Chapter Questions

Problem 16P: Feasible region all part of this problem refer to the following Feasible region and objective...

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Feasible RegionAll parts of this problem refer to the following feasible region and objective function. {x0xyx+2y12x+y10 P=x+4y aGraph the feasible region. bOn your graph from part a, sketch the graphs of the linear equations obtained by setting P equal to 40, 36, 32, and 28. cIf you continue to decrease the value of P, at which vertex of the feasible region will these lines first touch the feasible region? dVerify that the maximum value of P on the feasible region occurs at the vertex you chose in part c.
Feasible region all part of this problem refer to the following Feasible region and objective function. {x0xyx+2y12x+y10}P=x+4y (a) Graph the Feasible region. (b) on your graph from part(a) , sketch the graph of the linear equation obtained by (c setting P equal to 40,36,32 and 28 . (c) if you continue to decrease the value of P, at which vertex of the Feasible region will these lines first touch the Feasible region . (d) verify that the maximum value of P on the Feasible region occurs at the vertices you too chose in part(c).
Making furniture Two woodworkers, Chase and Devin, get 100 for making a table and 80 for making a chair. On average, Chase must work 3 hours and Devin 2 hours to make a chair. Chase must work 2 hours and Devin 6 hours to make a table. If neither wishes to work more than 42 hours per week, how many tables and how many chairs should they make each week to maximize their income? Find the maximum income. Table Chair Time Available Devins Time hr 6 2 42 Chases Time hr 2 3 42 Income 100 80

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Use Evolutionary Solver to solve this non-linear program. Max 4x2 + 0.15y3 - 1.4z4 s.t. 6sxs 20 5sys 20