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Math · Advanced Math
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Consider the following ordinary differential equation (ODE) dx F dt2 m subject to the following two initial conditions and x(t = ti) = Xi which collectively is known as an initial value problem. Determine the general solution to the ODE and then combine with the initial conditions to the determine the particular.solution. And just to be clear: the dependent variable is x, the independent variable is t, and everything else (F, m, tt, Vi,xi) is a constant.

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