Answer Happy

We consider the non-homogeneous problem y=-30 (2x¹ +6x) First we consider the homogeneous problem y = 0: 1) the auxiliary equation is ap+br+c=2 2) The roots of the auxiliary equation are 0,0 3) A fundamental set of solutions is 1, x solution yet+cala for arbitrary constants e, and e Next we seek a particular solution of the non-homogeneous problem --30(224+62) using the method of undetermined coefficients (See the link below for a help sheet) 0. (enter answers as a comma separated list). (enter answers as a comma separated list). Using these we obtain the the complementary 4) Apply the method of undetermined coefficients to find We then find the general solution as a sum of the complementary solution use the general solution to solve an IVP. 5) Given the initial conditions (0)=-1 and y' (0) = 1 find the unique solution to the IVP 13+ and a particular solution: y=+Mp Finally you are asked to