Using MATLAB codes

2) Let the following polynomial represent the altitude in meters during the first 48 hours following the launch of a weather balloon: h(t)-0.12 11 -35St2 +3900r +500 Assume that the unit of t is hours. Use MATLAB together with the fact that velocity is the first derivative of the altitude to determine the equation for the velocity of the balloon Use MATLAB together with the fact that acceleration is the first derivative of velocity, or the second derivative of altitude, to determine the equation for the acceleration of the balloon. a) b) c) Use MATLAB to determine when the balloon hits the ground. Because h(t is a d) Use MATLAB's symbolic plotting capability to create 3 separate plots (can use e Skip this part fourth order polynomial, there will be 4 answers. However, only one answer will be physically meaningful. Report this meaningful answer using fprintf subplots) of altitude, velocity, and acceleration from time 0 until the balloon hits the ground