Using the information in question 1 , what would the maximum total cost be? (the objective function value after running solver) Using the similar information from this week's Supply Chain Management Problem, add data for location N to your table. (note that some numbers and inequality signs may have changed from the original problem) The inventories of cars at the GM's three divisions are as follows: Div1: 500 cars, Div2: 700 cars, Div3: 800 cars. These cars are to be transported to three demand points, N, E, and W. Demand at E: 900 cars, Demand at W: 1,000 cars, Demand at N: 1,200 cars. The transportation costs are as follows: Prepare the best distribution schedule for GM so as to minimize the transportation cost x1e= \# of cars to be transported from Div1 to E x2e= \# of cars to be transported from Div2 to E x3e= \# of cars to be transported from Div3 to E x1w=# of cars to be transported from Div1 to W x2w==# of cars to be transported from Div2 to W x3w== \# of cars to be transported from Div3 to W x1n==# of cars to be transported from Div1 to N x2n=## of cars to be transported from Div2 to N x3n=# \# of cars to be transported from Div3 to N Obji Using the similar information from this week's Supply Chain Management Problem, add data for location N to your table. (note that some numbers and inequality signs may have changed from the original problem) The inventories of cars at the GM's three divisions are as follows: Div1: 500 cars, Div2: 700 cars, Div3: 800 cars. These cars are to be transported to three demand points, N,E, and W. Demand at E: 900 cars, Demand at W: 1,000 cars, Demand at N: 1,200 cars. The transportation costs are as follows: Prepare the best distribution schedule for GM so as to minimize the transportation cost Decision Variables: x10=# of cars to be transported from Div 1 to E x20=# of cars to be transported from Div2 to E x3e=# of cars to be transported from Div 3 to E