MATHEMATICS · Single correct · CBSE · Mathematics · Applications of Derivatives · Applications of Derivatives
Problem
If f(x)=x3+bx2+cx+d and 0<b2<c, then on (−∞,∞)
(1) f(x) is a strictly increasing function.
(2) f(x) has a local maximum.
(3) f(x) is a strictly decreasing function.
(4) f(x) is bounded.