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if one limit does not occur then will it hav no function
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I don't quite understand the question but... do you mean if a limit does not exist, then the function isn't defined...?
what is that one ?
Functional relation can be present though limits doesnot exist
Because if that's what you mean, then absolutely not =)
Is it the 'chosen one'?
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It can be seen in the functions producing discontinuity points... Because limits at a discontinuity point doesnot exist and of course it is by definition of point of discontinuity lol
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