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SOLVED:Suppose that the position of a falling object is governed by the following differential equation, (d^2 x)/(d t^2) (c)/(m) (d x)/(d t)-g=0 where c= a first-order drag coefficient =12.5 kg / s, m= mass = 70 kg, and g= gravitational acceleration =9.81 m / s^2 . Use the shooting method to solve this equation for position and velocity given the boundary conditions, x(0)=0 and x(12)=500.
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