1 · f(t) == t³-a¹t 5

Find the critical numbers of the function. (Enter your answers as a comma-separated list.) g(t) = tv14 - t, t< 13 t =

Find the critical points and the interval on which the given function is increasing or decreasing, and apply the First Derivative Test to each critical point. Let f(x) = ²x¹ + x³ + −3²x² - 96x There are three critical points. If we call them C1, C2, and c3, with C₁ < C₂ < C3, then C1 = C2 = and c3 = Is f a maximum or minumum at the critical points? At C₁, f is ? ✪ At C2, f is? î At C3, f is? î These three critical give us four intervals. The left-most interval is and on this interval f is ? On this interval f is ? The next interval (going left to right) is Next is the interval ¹0 On this interval f is ? Finally, the right-most interval is $0 On this interval fis ? while f' is ? while f' is? î while f' is? î while f' is ?

Find the critical numbers of the function.