The order of the photo for this question is the one that says L.15 first and the next is follows:

v L.15) Here are plots of the solutions of the differential equations y'lx] = 0.6 x] With y[0] = 2 and x} y'[x] = 1.2 y[x] [I m) with y[0] = 2 : 120} 100: so} so? 40: 20* Notice that the plots start out together but share very little ink. Why do you think this happened? Now look at plots of the solutions of the differential equations y'[x] = 0.6 y[x] With y[0] = 2 and x} y'[x] = 0.634;] [1 - W) with y[0] = 2 : 120 L 100 r 30* 60 4o- 20 Explain why as x advances from o , the plots of both of these solutions had no choice but to share a lot of ink initially. Explain why for larger x 's, the plots had no choice but to pull apart, with one plot eventually sailing way above the other