|
Not Ranked
:
+0 / -0
0 score
Limit Definition,
I have a doubt regarding the definition of limit found in most calculus
books.
The definition of limit says that f(x) approaches the limit L as x
approaches c if, for every number e>0 there exists a corresponding
number d>0 such that
for all x 0<│x-c│< d => │f(x)-L│< e.
Can’t we replace │f(x)-L│< e with 0< │f(x)-L│< e? If not then why?
|
