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is critical point/points opposite to continuous/continuity of a function?
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critical points show where there are maximum and minimum. Continuous just means the function is continous. If you can show the derivative at a point, then you can say at that point the function is continuous.
Definition of a Critical point An interior point c of the domian of f at which f prime of c is equal to zero or f prime of c fails to exist is called a critical point of f.
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