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The document discusses continuity and discontinuity of functions. It defines a continuous function as one where: 1) The function value is defined at a point, 2) The limit exists as the input approaches the point, and 3) The function value equals the limit. If any of these are not true, the function is discontinuous at that point. Polynomial functions are always continuous, while rational functions can be discontinuous if the denominator equals 0. When the left and right limits do not match, the limit d

Author

kanishka

Language

EN