According to example 6.4 in the paper solve for the mass of the jumper that would give a velocity of 36 m/s after 4 seconds of free fall.

Use newton Raphson and bisection method. use manual arrays to graph the iterations.

The code given is the answer for example 6.4 i need tou to play with the code(the backbone of the code) and add to the code what asked to use manual array to graph the iterations.

A graph should show up when i run the code.

USE MATLAB TO SOLVE IT

THANK YOU SO MUCH

EXAMPLE 6.4 Newton-Raphson Bungee Jumper Problem | Problem Statement. Use the M-file function from Fig. 6.7 to determine the mass of the bungee jumper with a drag coefficient of 0.25 kg/m to have a velocity of 36 m/s after 4 s of free fall. The acceleration of gravity is 9.81 m/s? Solution. The function to be evaluated is To apply the Newton-Raphson method, the derivative of this function must be evalu- ated with respect to the unknown, m: (E6.4.2) EXAMPLE 6.4 Newton-Raphson Bungee Jumper Problem | Problem Statement. Use the M-file function from Fig. 6.7 to determine the mass of the bungee jumper with a drag coefficient of 0.25 kg/m to have a velocity of 36 m/s after 4 s of free fall. The acceleration of gravity is 9.81 m/s? Solution. The function to be evaluated is To apply the Newton-Raphson method, the derivative of this function must be evalu- ated with respect to the unknown, m: (E6.4.2)