3. (35 points) For this problem, show both the mathematical formulation and the Solver model/solution. The Spinning Company makes two washing machine models: front load and top load. Two key limited resources are the labor hours available in the general assembly and the electronic assembly. Each front load machine requires 2 hours of general assembly and 3 hours of electronic assembly, and each top load machine requires 3 hours of general assembly and 4 hours of electronic assembly. For the next planning period, the Spinning Company has 1100 general assembly labor hours and 1600 electronic assembly labor hours available. The Spinning Company calculates its profit to be $360 per top load machine and $300 per front load. Further, it wants to produce at most 300 top load and 250 front load machines in order not to hold excess inventory due to possible demand limitations. Please formulate and solve this problem as a linear program to maximize profit for the planning period