If searched the forums for the explanation of the famous
I am not saying the explainations in some thread weren't concrete, its just something about this limit or I am just over complicating a simple things here, I guess teachers like to use this example because the seems to throw people off and this limit infact behaves similarily to just It seems like I am just complicating things that are obvious, please feel free not to waste your time and link me to an explanation if you'd like.
Also my other question, how do you know what theorem or tests works the best for the limits or convergence of a sequence function, as in what are the mains things you look for?
Can the squeeze theorem be used in "proving" the limit of that function?
Once again I over complicate things, but there seems to be so many theorems and rules and etc. its over whelming when to use what or even recall a concept of a theorem, practice makes perfect a las. Thanks again drexel
Ahhh, ok it is starting to make some sense, if I look at it this way.
The function is bounded by then the statement is true and converges to 0 for any ?
Similar with the function function is bounded the same and the squeeze theorem can hold true for that as well? Can it hold for any function over just some x value as x approaches positive infinity?