If f(x) has the second order derivative at x = c such that f (c) = 0 and f (c) 0 then c is a point of _______________.

Question

If f(x) has the second order derivative at x = c such that f (c) = 0 and f (c) > 0 then c is a point of _______________.

TuteeHUB · Accepted Answer

If f(x) has the second order derivative at x = c such that f (c) = 0 and f (c) > 0 then c is a point of _______________.

If f(x) has the second order derivative at x = c such that f '(c) = 0 and f ''(c) > 0, then c is a point of _______________.