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Limits and Continuity

Limits and Continuity. Definition: Limit of a Function of Two Variables. Let f be a function of two variables defined, except possibly at (x o , y o ), on an open disk centered at (x o , y o ), and let L be a real number. Then:. If for each ? > 0 there corresponds a ? > 0 such that:.

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Asymptotes

Asymptotes. 1. Determine all vertical asymptotes of the graph of the function (similar to p.223 #9-14). 2. Determine all vertical asymptotes of the graph of the function (similar to p.223 #9-14). 3. Use a graphing utility to find the limit (similar to p.223 #15-20).

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317 views • 16 slides

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Limit similar - PowerPoint PPT Presentation

Limits and Continuity

Asymptotes