Please Post the MATLAB code needed to be able to solve this problem

The data below describes the position of a glider as a function of time. Use this information to calculate both the velocity and the acceleration of the glider in the z direction at every quarter second from 0 to 1.5 s using (a) a finite difference method that is second order accurate and (b) a polynomial fit to the data. 0 287 0.25 278 0.50 264 0.75 213 1.00 167 1.25 103 1.50 12 As part of your solution, make a plot of the data and the polynomial fit of z vs t, a plot of velocity estimated using both approaches vs t, and a plot of acceleration estimated using both approaches vs t. Based on these plots, which approach do you think is better for estimating velocity, and which for acceleration? The data below describes the position of a glider as a function of time. Use this information to calculate both the velocity and the acceleration of the glider in the z direction at every quarter second from 0 to 1.5 s using (a) a finite difference method that is second order accurate and (b) a polynomial fit to the data. 0 287 0.25 278 0.50 264 0.75 213 1.00 167 1.25 103 1.50 12 As part of your solution, make a plot of the data and the polynomial fit of z vs t, a plot of velocity estimated using both approaches vs t, and a plot of acceleration estimated using both approaches vs t. Based on these plots, which approach do you think is better for estimating velocity, and which for acceleration