Answer Happy

Identify the local maximum and minimum for the function given. Separate multiple answers with a comma. For example, if a function has local maxima of 5 and 10, write your answer as "5,10". If no local maximum or minimum exists, write your answer as "DNE". f(x) = 3x4 – 16x3 + 18x² over [ – 1, 4] = Local maximum = Local minimum =

Consider the function f(x) = 6x2 – 10x + 5, 0 < x < 7. = The absolute maximum of f() (on the given interval) is at r = and the absolute minimum of f(x) (on the given interval) is at x =

- on the interval (0.5, 2]. Type DNE if Find the critical numbers and absolute extrema for y= an answer does not exist. The critical number is x = The absolute maximum(s) is/are at x = The absolute minimum(s) is/are at 2 =

Mark the critical points on the following graph. 20+ 16 12 8 8 4 2 - زرا 3 -5 -4/ -3 -2 -1 -4 -8+ -12 -16 -20 Clear All Draw: Dot