A simple defination of limit

Answers (1)

Let f be a function.

If f(x) is defined for all real value of x in a neighbourhood of a fixed number 'a'and f(x) approach a fixed number 'L' as x approaches 'a' from either side of a,then 'L' is called the limit of f as x--->a and we write:


                                          limf(x)=L or Ltf(x)=L
                                          x-->a         x-->a

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