Let \(f\) be real valued differentiable function. At point \(c\) from its domain such that \(f^{'}(c)=0\) and \(f^{''}(c)<0\), then \(c\) is point of
Answer & explanation
Correct answer: option 1
By definition
Let \(f\) be real valued differentiable function. At point \(c\) from its domain such that \(f^{'}(c)=0\) and \(f^{''}(c)<0\), then \(c\) is point of
Correct answer: option 1
By definition