MATHEMATICS · Single correct · CBSE · Mathematics · Applications of Derivatives · Applications of Derivatives
Problem
On the interval [−5,4], the function h(x)=x3−12x+1 has stationary points at x=−2 and x=2. At which point in this interval does h(x) attain its absolute minimum value?
(a) x=−2
(b) x=0
(c) x=−5
(d) x=2