MATH 140 Midterm: Math 140 140e2samC
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Exam ii sample c: find the absolute maximum value m and the absolute minimum. 4 x2 x2 + 8 on the interval [ 1, 2]? value m of the function f (x) : m , m = 3 and m = 0 and m = 2: m = 0 and m = 3, the function has no absolute extrema in this interval but has a local minimum when x = 0, m = 2 x2 : y = 2, y = 3: y = 3, find the linearization of f (x) = tan x cot x at a = 4: l(x) = 1, l(x) = 4x , l(x) = 1 + x, l(x) = x. Exam ii sample c: determine a value of c that satis es the mean value theorem for. 4 x on the interval [1, 4]. the function f (x) = 5 : c = 1, c = 4, c =
