Continuity Part 4: Complicated Functions
Math Easy Solutions
In this video, I explore how you can determine the continuity of complicated functions by simply identifying basic functions that make them up and determining from them if they are continuous. I also show why all polynomials and rational functions are continuous everywhere (but in the case of rational functions, where ever they are defined).
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Related Videos:
Continuity: http://youtu.be/_tBGb7Ku-CM Continuity Examples: http://youtu.be/Wk88MAUFflk Continuity Part 2 One Sided Continuity: http://youtu.be/1ehfKsXf3wE Continuity Part 3: Continuity on an Interval: http://youtu.be/f760EuW42dg Limit Laws - Part 1: Brief Overview: http://youtu.be/qfk5c-43dLg Direct Substitution for Polynomials - Simple Proof: http://youtu.be/Fnb72ERTLqY Direct Substitution for Rational Functions - Simple Proof: http://youtu.be/sQa-HqgPonw .
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