2x Consider the function f(x) = x-1 a) Does f(x) have symmetry? If so, what kind?...
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2x Consider the function f(x) = x-1 a) Does f(x) have symmetry? If so, what kind? b) Find the equations of any asymptotes. c) Find the critical numbers, and intervals of increase/decrease. d) Identify local maxima/minima, if any. e) Find points of inflection, if any, and intervals of concavity. 2x Consider the function f(x) = x-1 a) Does f(x) have symmetry? If so, what kind? b) Find the equations of any asymptotes. c) Find the critical numbers, and intervals of increase/decrease. d) Identify local maxima/minima, if any. e) Find points of inflection, if any, and intervals of concavity.
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Lets tackle each part of the question a Symmetry The function fx 2x2x2 1 can be written as fx 2x2x 1x 1 Notice that the numerator and denominator are both symmetric about the origin This means that th... View the full answer
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