Maths extra curricular thread (1 Viewer)

[mack]

Anyone still awake to keep me entertained?

 

[breaking]

i am now

 

[withoutaface]

I'm off to Brisbane/Gold Coast with family for a couple of weeks, see you guys again on the 4th.
Ciao,
-Justin

 

[breaking]

have fun mate!!!!!!!!!!!
i'm off to perth for a week in a few days - oh how i will miss you guys

 

[mack]

If you really loved us you'd post from an internet cafe!

 

[paper cup]

you're all leaving us

 

[mack]

Well I'll be here for the meantime, but I'll probably leave BOS when uni starts.

 

[Adrian.]

I'll probably leave BOS when uni starts.

You'll be too good for us HSC students will you?

-Edit- 100 Posts! I'd like to thank my keyboard.

 

[mack]

I might hang around to help out with subject questions that I did, but Non School just annoys the crap out of me.

 

[mack]

If you talk about maths I will come down on you like a ton of feathers.

So, watch out!

 

[paper cup]

I'm broke
I hate CDs, they're so enticing

 

[Adrian.]

I'm broke
I hate CDs, they're so enticing

CDs? It's all about mp3s nowadays!

 

[breaking]

CDs? It's all about mp3s nowadays!

NEEEEEEEEEEEEEEEEEEEERD!

 

[paper cup]

I'm thinking I should take the ANU banner out of my sig now.

I feel unwelcomed

 

[paper cup]

Well I'll be here for the meantime, but I'll probably leave BOS when uni starts.

no! who will protect me from the scary people then

 

[mack]

BreaKing will protect you!

 

[breaking]

no! i need someone to protect me too!!! and that person can only be you, mack!!!

 

[Slidey]

Ok maths, hmm

Karen< n

True for all real, imaginary and complex values n

First of all: The set of complex numbers cannot be order, so n is restricted to the set of real numbers, or if Karen is imaginary (quite possible), the set of imaginary numbers.

Anyway, Karen < n

This asserts that Karen is less than 1... and -1 and -999999.

Essentially, Karen is less than any real value of n.

Negative infinity is also less than any real value of n.

Now, let us look at infinity, which is a concept, and not of the set n: if infinity were a member of the set R, then the set R would have a lower bound, specifically a largest lower bound. This would mean that the set R is bounded and closed from the negative side. However, We know that for every number n of set R, there exists a number n-1 of set R. From this, the set R is obviously NOT bounded from the negative side.

.'. Karen is not real. Q.E.D.

 

[velox]

LOL - thats all i can say

 

[mack]

Keep it out of this thread, or enjoy the rest of your life in Burkina Faso.