Please answer all parts of part e.

Problem 1) Consider a mass-spring-damper system defined by: m(t) + by (t) + ky(t) = bt(t) + kx(t) with spring constant, k-4 N/m, damping coefficient b-3 N s/m, and mass 10 kg. Assume that y() is the position of the mass, and x(t) is the position of the forcing input: x(t) (0.1)sin(2nfot) (0.1)sin (0.5t)