Use the results of Exercise 8 and Theorem 3.4 to give the general solution of the differential equations: a. y __ (t) 2y _ (t) + 2y(t) = 0 b. y ___ (t) 3y __ (t) + 32y _ (t) 3y(t) = 0 c. y(4) 4y ___ (t) + 62y __ (t) 43y _ (t) + 4y(t) = 0

L35 - 2 Substitution Rule If u = g(x)siaiblinwergein interval I and f is continuous...