Limit of Difference of two functions

Limit of Difference of two functions

In general as x -> a, f (x) -> l, then l is called limit of the function f (x) which is symbolically written as

Limit of sum of two functions

The limiting process respects subtraction as long as the limits and functions under consideration are well defined. This is not a coincidence. 

Let us check our formula for 

Difference of limits with an example:

Let f and g be two functions such that bothLimit of sum of two functionsexist. Then

(i) Limit of difference of two functions is difference of the limits of the functions, i.e.,

Limit of Difference of two functions

For Example:
Limit of Difference of two functions



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