1: A computer manufacturing company has two assembly plants, Plant-A and Plant-B, and two distribution outlets, Outlet-I and outlet-II. Plant-A can assemble at most 700 computers a month, and Plant-B can assemble at most 900 computers a month. Outlet-I must have at least 500 computers a month, and Outlet-II must have at least 1000 computers a month. Transportation costs for shipping one computer from each plant to each outlet are as follows: $6 from Plant-A to outlet-1; $5 from Plant-A to outlet-II; $4 from Plant-B to outlet-1; $8 from Plant-B to outlet-II. a. b. C. d. c. Write the constraint equations and Objective equations. State the Primal Equation State the Dual Equation Solve the Dual Equation using Simplex Method Find a shipping schedule that minimizes the total cost of shipping the computers from the assembly plants to the distribution outlet. What is this minimum cost?