Mathematics

Mathematics

Problem

Let f(x)=x3−3kx+1f(x)=x^3-3k x+1 with k>0k>0. For which value of kk do the ordinates of the local maximum and local minimum become equal? a) k=1k=1 b) No positive value of kk satisfies the condition c) k=3k=3 d) k=9k=9

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