Please write a Matlab code to solve this. Please type the Matlab code, as hand writing is not legible.

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Determine the Speed and Position of a Sports Car as a Function of Time from Measured Accelerations The acceleration record shown in Figure 1 was obtained during the speed trials of a sports car Knowing that the car starts from rest, determine by numerical means the velocity and distance traveled curves. 0-04 nan a (m/s2) 7.0 6.0 5.0 4.0 3.0 1.0 0 2 468 10 12 14 16 18 20 22 t (s) Figure 1-Problem 11.82 of Beer-Johnston text Acceleration of Sports.Ca Use the supplied data in the graph to determine the speed and the distance traveled of the sports car as a function of time. Specifically: Manually "digitize" the data from the graph into a two column table of acceleration vs time. Sample the data every second starting at Os Measure the acceleration to resolution of 0.1 m/s2 o o Use the graphical method for rectilinear particle dynamics with MATLAB to numerically integrate the acceleration curve to find the speed and position as a function of time. A loop(s) should be used for the integration. Plot the acceleration, speed, and positions of the system versus time Report the speed and distanced traveled at 20 seconds