Answer Happy

As part of a weight reduction program, a man designs a monthly exercise program consisting of bicycling, jogging, and swimming He would like to exercise at most 36 hours, devote at most 2 hours to swimming and jog for no more than the total number of hours bicycling and swimming The calories burned by this person per hour by bicycling, jogging, and swimming are 200, 452 and 298, respectively. How many hours should be allotted to each activity to maximize the number of calories burned? What is the maximum number of calones he wilt burn? (Hint: Write the constraint involving jogging in the form 50) Letxo be the number of hours spent bicycling, let X, be the number of hours spent jogging and let x; be the number of houts spent swimming What is the objective function? 20x 0x2 + [x To maximize the number of Calories burned, the man should spend hours bicycling hours jogging, and I hours swimming (Simplify your answers om Ho will burn a maximum of calories (Simplify your answer) le be PA nu