It looks like you're using an Ad Blocker.

Please white-list or disable AboveTopSecret.com in your ad-blocking tool.

Thank you.

 

Some features of ATS will be disabled while you continue to use an ad-blocker.

 

Maths 3

page: 1
0

log in

join
share:
TN1

posted on Jul, 26 2005 @ 12:53 PM
link   
Dear Friends,

Here comes a good question

Show that the limit of the function F(x) = n ^ 1/n as n goes to infinity is equal to 1

TN1


Nygdan

posted on Jul, 26 2005 @ 01:09 PM
link   
Why the hell would we be doing your homework???


Nygdan

posted on Jul, 26 2005 @ 01:19 PM
link   
doppelpost

[edit on 26-7-2005 by Nygdan]


Joshm2u

posted on Jul, 26 2005 @ 01:30 PM
link   
that is easy. n^1 is just n. so you would take the limit, and see that it is infinity/infinity, which is equal to 1.


TN1

posted on Jul, 26 2005 @ 01:47 PM
link   
It doesn't go exactly like that.

It is infinity to the zero (since one over infinity is zero).

But the answer is not that trivial.

(We don't do homework here, we just have an interest for maths)
This is for the member who said I do my homework

TN1


I_s_i_s

posted on Jul, 26 2005 @ 01:52 PM
link   

Originally posted by Joshm2u
that is easy. n^1 is just n. so you would take the limit, and see that it is infinity/infinity, which is equal to 1.


Where the heck did you get infinity/infinity!

Its infinity ^ (1/infinity) = infinity ^0 = 1.

This thread is in the wrong forum. Maybe somewhere in BTS?




top topics
 
0

log in

join


The Above Top Secret Web site is a wholly owned social content community of AboveTopSecret.com.

This content community relies on user-generated content from our member contributors. The opinions of our members are not those of site ownership who maintains strict editorial agnosticism and simply provides a collaborative venue for free expression.

All content copyright 2024, AboveTopSecret.com