The given system of linear differential equations models the concentrations of insulin and glucose in an individual, as described earlier in this section. Find the general solution for the system. y'ı = -0.44y1 + 0.12y2 y'2 = -0.08y1 - 0.16y2 Suppose that it is known that at time t = 0 the concentrations of insulin and glucose, respectively, are Y1(0) = 21, y2(0) = 52 Find a formula for y;(t) and y2(t). (yı(t), y2(t)) = |

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