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Given a function F let us say that the limit of F at a is L if there is some 𝛿>0 such that for every ϵ>0 if 0<|x−a|

1. Prove that even for the function g defined g(x)=x there is no point at which the limit of g exists.

2. Find a function for which the limit does exist at some point.

 
 Sep 27, 2020

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