Show from the Newtonian equations (x=v_{0 mathrm{x}} t) and (y=y_{0}-(1 / 2) g t^{2}) for a particle
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Show from the Newtonian equations \(x=v_{0 \mathrm{x}} t\) and \(y=y_{0}-(1 / 2) g t^{2}\) for a particle moving in a uniform gravitational field \(g\), that the shape of its path is a parabola, given by
the same result we found using the Jacobi principle of least action.
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