Critical points are the points where f'(x) is zero or it doesn't exist
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According to the definition of critical points, these are the points where either f’(x) = 0 or f’(x) does not exist.
Stationary points are the points where f’(x) is zero or not defined.
A function f(x) is such that it is not differentiable at two points h, k in its domain and f’(x) becomes zero at 3 points a, b, c in the domain. The critical points and stationary points will be -