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in Limit, continuity and differentiability by (41.7k points)

Let f:RR be defined as f(x) = |3x – 1| – x3, find the points of extremum of f(x).

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We have f(x) = |3x – 1| – x3

Thus, the number of points of extremum of f(x) is 2 at x = 1/3, 1 

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