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Suppose that f (x) = 6x - 5 whenever x # 3 and f (3) = 10. In order to prove that the limit of

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Suppose that f (x) = 6x - 5 whenever x # 3 and f (3) = 10. In order to prove that the limit of f (@) is 13 , as x approaches 3, we must do the following: Given any positive constant e we must find a positive constant o such that If (x) - 13|

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