Question: Let y = has curvature f(t) be a smooth function. Show that the graph of f(x) k(t) = |f(x)| 3 (1 + f'(x))

Let y = has curvature f(t) be a smooth function. Show that the graph of f(x) k(t) = |f

Let y = has curvature f(t) be a smooth function. Show that the graph of f(x) k(t) = |f"(x)| 3 (1 + f'(x))

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