Decreasing Function Interval and Local Maxima (… | ExamDuo
Application of Derivates
Hard
Decreasing Function Interval and Local Maxima
Let (2α, α) be the largest interval in which the function f(t) = , t < 0 is strictly decreasing. Then the local maximum value of the function g(x) = 2 loge(x– 2) + αx2 + 4x – α, x > 2, is ____
, t < 0 is strictly decreasing. Then the local maximum value of the function g(x) = 2 loge(x– 2) + αx2 + 4x – α, x > 2, is ____