Make a mathematical model of the dynamic position of you as


Problem

This is a computer program base test question. Please solve the problem first and then write code to plot the solution.

You are (your height in meter- 178 cm) tall and weighing (your weight- 63 kg) in kg. In a vacation time you bungee jumps off a bridge over a river. The bridge is 220 m above the water surface and the upstretched bungee cord is 3D m long. The spring constant of the bungee cord is Ks = 1D N/m, meaning that, when the cord is stretched, it resists the stretching with a force of 1D newton per meter of stretch. Make a mathematical model of the dynamic position of you as a function of time and graph the man's position versus time for the first 30 seconds.

D is the second digit of your birth day (example if your birth day is 21 then D = 1 cord length 31 m and Ks= 11 N/m).

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