A simple, undamped spring mass system (think m1 from the previous problem if the springs below it were detatched) can be modeled by the following differential equation: mx¨ = −g m − k x .
1. Solve the differential equation for x (t ). Assign the symbolic, sympy expression to x_sl30.
2. Given the initial values x (0) = a0 and x'(0) = b0, solve for the constants C1 and C2. Substitute the constants into your solution and assign your new result to x_sl31
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