Question: Gives a function (x), a point c, and a positive number . Find L = lim xc (x). Then find a number > 0

Gives a function ƒ(x), a point c, and a positive number ϵ. Find L = limx→c ƒ(x). Then find a number δ > 0 such that for all x0 < x c < 8 - U |f(x) - L <

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0 < x c < 8 - U |f(x) - L < .

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To find the value of we need to use the definition of the limit Let L limxc x This means that for an... View full answer

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