12. Calculate the problem using MATLAB

The mass (m) rotates at an angular velocity (rad/sec), the total mass of the body (M), the position of the center O y(t)

Make a calculation that is given the necessary starting values and that solves the body's position y(t) from the equation of motion

and draws its graph.

Use the solution formulas to conclude that y(t) KA sin(t + ) as t increases and plot the graph of the amplitude KA of y(t) as a function of the angular velocity between = 0 . . . max, where

My(t)+by(t)+ky(t)=mR2sin(t),y(0)=0,y(0)=0 ma1n1nkknnnb1nD11n max=10k/M My(t)+by(t)+ky(t)=mR2sin(t),y(0)=0,y(0)=0 ma1n1nkknnnb1nD11n max=10k/M