A company produces two types of jackets; windbreakers and rainbreakers. The company has at most 72 hours of finishing time per week and 71 hours of packaging time per week. Each windbreaker jacket takes 53 minutes of finishing time and 21 minutes of packaging time per week, whereas each rainbreaker jacket takes 64 minutes of finishing time and 37 minutes of packaging time per week. The company's profit for each windbreaker and rainbreaker jacket is 29 and 43, respectively. Let x denote the number of windbreaker jackets they should produce and y denote the number of rainbreaker jackets they should produce. The company wants to maximize profit. Set up the Linear Programming Problem for this situation. a) Max P-23x + 38ys.. 51 x + 69% 3660 , 21 x + 39 3720 ,20,)20
b) Max P 23x +38y s. t. 51x+ 69ys 61, 21x+39y 62, x20, y20
c) Max P 38x +23y s. t. 51 x+69y2 3660, 21x +39yz 3720, x0,y20
d) Max P 38x +23y s. t. 69x+51ys 3660, 39x + 21ys 3720, x20,y20
e) Max P-23x + 38y s.. 69x + 5 lys 61 , 39x + 21% 62 , x20 , y20
f) None of the above