Consider the differential equation dy : 0.2 dt 3' with initial value y(0) : 2. 1. Is this differential equation modeling growth or decay? (a) Growth because 0.2 > 0. (b) Decay because 0.2 00 what happens to If? (a) %>oo (b) % > 0.2 (0) %>0 ((1) Not enough information to determine. 3. As t > 00 what happens to y? (a) y>oo (b) y>0.2 (c) y>0 (d) Not enough information to determine. 4. What is the solution to this differential equation with initial value (aL ) y : (b) y : (c) y : 0 e2621E (d) y 26 2' (e) None of the above