Your candy factory makes Sticker Bars and N&N's. For each case of Stickers, you make $40 profit. For each case of N&N's, you make $55 profit. It takes 2 machine-hours to make Stickers and 5 man-hours to produce one case of candy. It takes 6 machine-hours to make N&N's and 4 man-hours to produce one case of candy. The total number of hours cannot exceed 150 machine-hours and 155 man-hours. Find the number of each type of candy that can be produced in order to maximize profit. Then determine the profit. Sticker a. Define the variables: x= b. Write the objective function for Profit, P. P = 40 c. Write the system of linear inequalities to represent the scenario. 30 d. Graph the system you wrote in part c. e. Identify the "corner points" of the feasible region: f. Test the "corner points." -20 -10 y= N&N's 20 30 40