Saturday, September 16, 2017

Limit of sinleft(fracpixright) as x approaches 0 does not exist, with squeeze theorem

I understand that π0 would be infinity, hence sin(πx) does not have a limit as x approach 0.




But if I would to use the squeeze theorem:
1sin(πx)1


shouldn't it be zero? Or does the squeeze theorem not work here?

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