Question

According to a simple physiological model, an athletic adult male needs 20 Calories per day per pound of body weight to maintain his weight. If he consumes more or fewer Calories than those required to maintain his weight, his weight changes at a rate proportional to the difference between the number of Calories consumed and the number needed to maintain his current weight; the constant of proportionality is 3500 pounds per Calorie. Suppose that a particular person has a constant caloric intake of Calories per day. Let W (t) be the person's weight in pounds at time t (measured in days). (a) What differential equation has solution W (t)? Equation Editor Common Ω Matrix cos(a) csc(a) cos-1(a) tan(a) cot(a) tan"(a) sinia sec(a) ˇ厄 遁 トal u oo sini(a) dW x-20 W 3500

Answer 1