Please provide the Matlab code to solve this question, thank you !!!

The equation of motion of a general mass-spring system subject to an external force F(t) is mx"(t) + cx'(t) + kx(t) = F(t) where m, c and k are the mass, damping coefficient and spring constant respectively. Let's consider a simple undamped system where m = 2, k = 10, and c = 0 and with forcing function F(t) = cos(2.5t) 2x"(t) + 10x(t) = cos(2.5t), x(0) = x'(0) = 0. (a) Use ode45 to approximate the solution x(t) and plot the result for 0