Mathematics

Mathematics

Problem

Let ff be continuous on [k,k+3][k,k+3] and differentiable on (k,k+3)(k,k+3) with −2≤f′(x)≤5-2\le f'(x)\le 5 for all xx in (k,k+3)(k,k+3). If f(k)=4f(k)=4, which of the following could be the value of f(k+3)f(k+3)? a) 2020 b) 00 c) −3-3 d) −4-4

Browse the problem library