Draw the network representation for this problem. (Submit a file with a maximum size of 1 MB.) Choose File No file chosen This answer has not been graded yet. Build a model to minimize the transportation cost of a logistics system that will deliver skateboards from the factories to the distribution Just Sports be node 8 , Sports Stuff be node 9, and Sports Dude be node 10. Express your answers in the form xij where xij represents Min 25x14+25x15+35x16+40x17+35x24+45x25+35x26+42.5x27+40x34+40x35+42.5x36+32.5xs s.t. Detroit Production Los Angeles Production Austin Production Iowa Shipments Maryland Shipments x15+x25+x35x58x59x510=0x16+x26+x36x68x69x6100 Enter an equation. x14+x24+x34500 Idaho Shipments x15+x25+x35500 Arkansas Shipments x16+x26+x36500x Iowa Processing x17+x27+x37500 Maryland Processing x48+x58+x68+x78=200 Enter inequalities using less than (), less than or equal (s), or greater than or equal (z). Idaho Processing x49+x59+x69+x79=500 x Enter inequalities using less than (), less than or equal (s), or greater than or equal (z). Arkansas Processing x410+x510+x610+x710=650 Enter inequalities using less than ( ), less than or equal ( s ), or greater than or equal (z). Just Sports Demand Sports Stuff Demand Check which variable(s) should be in your answer. Sports Dude Demand X34+x35+x36+x37700 Check which variable(s) should be in your answer. xij0 for all i and j. What is the minimum attainable transportation cost (in dollars)? $ The cost of the optimal solution associated with this increased capacity at the Iowa distribution center is $ per week. Therefore, the potential savings over 50 weeks is 50($ $1=$[ per year. The $40,000 cost of expansion '] the potential savings, so Sports of All Sorts Select-- expand