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Deepak Patra posted an Question
January 14, 2022 • 18:31 pm 30 points
  • IIT JAM
  • Mathematics (MA)

For n 2 2, let : r r be given by f,(x) = *" sin x. then, at x = 0, f, has a (b) local maximum, if n is odd (d) local minimum, if n is odd (a) local maximum, if

For n 2 2, let : R R be given by f,(x) = *" sin X. Then, at x = 0, f, has a (b) local maximum, if n is odd (d) local minimum, if n is odd (a) local maximum, if n is even (c) local minimum, if n is even

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  • Anonymous User Best Answer

    if n is odd then f(x) is even function so f(x) is symmetric about y axis f is minimum at x=0 so D

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    sir can could you please solve it mathematically?¿?

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    it is thortical question

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