Good evening Would you please help me code this problem in AMPL Thank you ) Please code this problem in AMPL and solve for an optimal solution You may hard code all parameters for this problem as opposed to using a data file This is a symbolic linear programming model Its components are fundamental to all models sets , like the products parameters , like the production and profit rates variables , whose values the solver is to determine an objective , to be maximized or minimized constraints that the solution must satisfy Given P , a set of products a j tons per hour of product j , for each j P b hours available at the mill c j profit per ton of product j , for each j P u j maximum tons of product j , for each j P Define variables X j tons of product j to be made, for each j P Maximize c j X j j P Subject to ( 1 a j ) X j b j P 0 X j u j , for each J p Question 3 Portfolio selection Please code this problem in AMPL and solve for an optimal solution You may hard code all parameters for this problem as opposed to using a data file This is a symbolic linear programming model Its components are fundamental to all models sets, like the products parameters, like the production and profit rates variables, whose values the solver is to determine O an objective, to be maximized or minimized constraints that the solution must satisfy Given P a set of products aj tons per hour of productj, for eachj EP b hours available at the mill cj profit per ton of product, for eachj EP u maximum tons of productj, for each EP Define variables X tons of product to be made, for eachj EP Maximize cjX jEP Subject to (1 aj) X sb jep 0

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Good evening! Would you please help me code this problem in AMPL? Thank you :) Please code this problem in AMPL and solve for an

Good evening! Would you please help me code this problem in AMPL? Thank you :)

Please code this problem in AMPL and solve for an optimal solution. You may \hard code" all parameters for

this problem as opposed to using a data file.

This is a symbolic linear programming model. Its components are fundamental to all models:

sets, like the products

parameters, like the production and profit rates

variables, whose values the solver is to determine

an objective, to be maximized or minimized

constraints that the solution must satisfy.

Given: P, a set of products

aj = tons per hour of product j, for each j P

b = hours available at the mill

cj = profit per ton of product j, for each j P

uj = maximum tons of product j, for each j P

Define variables: Xj = tons of product j to be made, for each j P

Maximize: cj Xj

Subject to: ( 1/ a j ) Xj b

0 Xj uj, for each Jp

image text in transcribed

Question 3: Portfolio selection Please code this problem in AMPL and solve for an optimal solution. You may \hard code" all parameters for this problem as opposed to using a data file. This is a symbolic linear programming model. Its components are fundamental to all models: sets, like the products parameters, like the production and profit rates variables, whose values the solver is to determine O an objective, to be maximized or minimized constraints that the solution must satisfy. Given: P. a set of products aj= tons per hour of productj, for eachj EP b= hours available at the mill cj=profit per ton of product, for eachj EP u= maximum tons of productj, for each; EP Define variables: X;= tons of product to be made, for eachj EP Maximize: cjX; jEP Subject to: (1/aj) X; sb jep 0