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Can somebody graph this? (a) f is differentiable everywhere. (b) The global minimum value taken by f is -1 (c) f has y = 1 and y = 2 as horizontal asymptotes. (d) f has an inflection point at x = -2 (e) f has a local maximum at x = -1 (f) f is increasing in the interval [2, 4]. (g) f has a global maximum at x = 4.
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