Limits of odd functions A function g is odd if g1-x2 =

Chapter 2, Problem 46

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Limits of odd functions A function g is odd if g1-x2 = -g1x2, for all x in the domain of g. Suppose g is odd, with lim xS2+ g1x2 = 5 and lim xS2- g1x2 = 8. Evaluate the following limits. a. lim xS-2+ g1x2 b. lim xS-2- g1x2

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