Help please (do not leave answer in terms of C1 and C2).

(1 point) An equation of the form thy" + aty' + By = 0 is called an Euler equation and can be solved using the substitution x = Int. Solve the initial value problem thy" + ty' - 8y =0, y(1) =6, y'(1) = 3 by making the substitution a = Int and rewriting dy/ dt and day/ dt2 as dy dy dx day dx d' x dy + dt dx dt' dt 2 dt da2 dt2 dx y( t) =