USE MATLAB

QUESTION 2: In periodic motion, it is often interesting to investigate the harmonic motion of an object. The decrease in amplitude caused by dissipative force is called damping, and the corresponding motion is called damped oscillation. Damped oscillation is governed by the following equation, where w is the angular frequency of oscillation, A is the initial amplitude of the oscillation, m is the mass of an object, b is a constant that describes the strength of the damping force, t is time, h is the ratio between a force constant k and the mass m. 2 m x(t)= Ae sin(@t+0) where (=h b2 4m2 If $ = 0, A = 10, v=b/2m = 1, create a plot that consists of 2 functions of x(t) for 0