Grossman Model Let's consider a simplified version of the Grossman model. Suppose, people don't work and earn no income, and that the health and home good only depend on time. So M+ = Jt = 0 and TW = 0. We also ignore the dynamics, and hence the time subscripts, and assume that the production functions of health, H, and the home good, Z, take the following form: H = 6 * VTH + 1 – 6 Z Tz = Where Th and Tz denote the time spent on healthy activities and leisure activities. Finally, we assume that time sick, Ts, equals: Ts = 24 – H Qa: Derive and draw the production possibility frontier (PPF) along with points A,C, E from the class discussion in a diagram with time on leisure activities, Tz, on the vertical axis and time on healthy activities, Th, on the horizontal axis.