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Not sure. The calculator just returned the value "pie/4" and whats what I put down as what the integral converges too.
 
Not sure. The calculator just returned the value "pie/4" and whats what I put down as what the integral converges too.

Which is equivalent to 45 degrees which is where an asymptote of the tanx graph is.

And gauchogolfer, i forgot the spelling so was taking a shot in the dark :p
 
The calculator just returned the value "pie/4" and whats what I put down as what the integral converges too.

®îçhå®?;3366758 said:
And gauchogolfer, i forgot the spelling so was taking a shot in the dark :p

Obviously, so did BigPrince ;):rolleyes:
mockapplepie.jpg


just teasing... :p
 
Awesome link, thanks XIII.

I liked when the co-driver said 'boy these people in Manchester talk funny'.

Other than that I couldn't understand a word he said. :confused: :confused:

:D

Heheh. :D I remember watching the whole show, it was pretty funny. There are some others on there uploaded by the same guy you might have seen, on Shaun Wright-Phillips, David James, Ashley Cole.. good old Rio. :eek:
 
®îçhå®?;3366490 said:
As you limit it, it gets closer and closer to 8. 1/(1-8) is a smaller negative number than 1/(0.1-8). Yes it does go to -infinity but in this case, there is an asymptote at 8.

And in the case of the bottom one, it is simple binomial expansion

noooo.. lim(x), x->8 is x as it aproaches 8 (not x->0).. ie, 7.999...., or 8.00...001. the thing is, 1/(8.001-8)=1/0.001=1000 whilst 1/(7.999-8)=1/(-0.001)=-1000 so the limit doesnt actually exist since a limit only exists if both its single sided limits exist AND are equal, since here while x->8- the lim is neg. infinity whilst x->8+ is infinity, so.. the limit doesnt exist.


( lim(x), x->8- = lim(x), x->8 x<8
lim(x), x->8+ = lim(x), x->8 8<x )

anyway. I'm still being a poop. my math actually really sucks... (for a learning physicist..)
 
One of mine. True fact.

So I was taking first year computer science, and it's the term exams.

Forgive me if the following question is gibberish - it was over 10 years ago:
In a data structure consisting of a binary tree of linked nodes, if a parent node is deleted, how is the child node re-attached?


The child node sues for paternity rights.
Got a 'very funny', a smiley, and a big fat zero.

I don't touch data structures now, nor do I play one on TV.
 
I support ruZZ.il, the limit does not exist due to one asymptote going to negative infinity and the other going to positive infinity.
 
hehe did he get graded with a Phi and a chi?
maybe we should start a math pouting thread.. this is meant to be funny not funnily sad :p
 
hehe did he get graded with a Phi and a chi?

That's not chi. That symbol is meant to be aleph, which means he got infinite points!

I'll say that again, deeper.

infinite, infinite, infinite points!

woo! Sure got us all beat!

I'll leave explaining the meaning of phi to someone else. Perhaps it could mean golden infinity :)
 
aleph alone is just the first leter of the hebrew alphabet.. you may mean aleph-null(
be4c703ed73456618ed283b892c6715a.png
) or smtn.. which is inifinite.. albeit a countable infinity, so, a 'smaller' one :p phi can be designated to anything you wish. in physics though, its usually assigned to an angle.. or a phase difference (an angle too, I guess..).. but things get recycled alot, so.. hmph for us ha? I assume in the case above it was assigned to the constant=0. hmph for him..
 
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