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find the minimums and maximum points of x+sin(x)
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At a maximum point, \(f '(x)\) changes sign from + to − . At a minimum point, \(f '(x)\) changes sign from − to + Since \(f(x)+x+\sin (x), ~f'(x) = 1+\cos(x)\) Does \(1+\cos x\) cross x-axis?
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no it doesn't cross the x axis
Yeah, it never cross x-axis, so that mean there is no extremum point.
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