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Author Topic: Who here has been struck by lightning?  (Read 6335 times)
bundle
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« Reply #30 on: February 03, 2006, 10:24:03 PM »

Is your glass half full or half empty... The way i see it is, if Retief Goosen has been hit by lightning twice and is still traveling the world playing golf. I would say he is a VERY LUCKY MAN
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RED-DOG
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« Reply #31 on: February 03, 2006, 10:24:20 PM »

I said "Fish and chips twice"

He said "I heard you the first time"
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bundle
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« Reply #32 on: February 03, 2006, 10:26:22 PM »

       
Quote
I said "Fish and chips twice"

He said "I heard you the first time"
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« Reply #33 on: February 03, 2006, 10:35:59 PM »

Love means nothing to Martina Navratilova
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thetank
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« Reply #34 on: February 03, 2006, 10:38:45 PM »

Here's one for you algebra fans. Spot what goes wrong here as I attempt to prove that one is in fact the same thing as two.

Let a = b

Then you could say that.....

a2 = ab

a2  + a2 = a2 + ab (adding a2 to both sides)

2a2 = a2 + ab

2a2 - 2ab = a2 + ab - 2ab   (subtracting 2ab from both sides)

2a2 - 2ab = a2 - ab

which can be written as...

2(a2 - ab) = 1(a2 - ab)

cancelling out the (a2 - ab) leaves us with....

1 = 2

So think twice next time you think you're getting the right pot odds to make a call

« Last Edit: February 03, 2006, 10:42:21 PM by thetank » Logged

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Wardonkey
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« Reply #35 on: February 03, 2006, 10:47:40 PM »

You might need to find your own algebra fans Tank. I fear your mathematical malarky may be wasted on us...   
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Wardonkey
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« Reply #36 on: February 03, 2006, 10:52:04 PM »

I operate at this level;

Why did the baker have stinky hands?















Cos he kneaded a poo!
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« Reply #37 on: February 03, 2006, 10:53:53 PM »

If it takes a week to knit a fortnight, how long does it take to sandpaper an elephant down to a greyhound?
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« Reply #38 on: February 03, 2006, 11:00:57 PM »

I thought algebra was a fungus that grows in underwear
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mex
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« Reply #39 on: February 03, 2006, 11:28:35 PM »

i would post the equation that proves zero doesn't exist but it is 398 lines long.
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« Reply #40 on: February 03, 2006, 11:52:17 PM »

Here's one for you algebra fans. Spot what goes wrong here as I attempt to prove that one is in fact the same thing as two.

Let a = b

Then you could say that.....

a2 = ab

a2  + a2 = a2 + ab (adding a2 to both sides)

2a2 = a2 + ab

2a2 - 2ab = a2 + ab - 2ab   (subtracting 2ab from both sides)

2a2 - 2ab = a2 - ab

which can be written as...

2(a2 - ab) = 1(a2 - ab)

cancelling out the (a2 - ab) leaves us with....

1 = 2

So think twice next time you think you're getting the right pot odds to make a call



Basically you divide through by 0 which is why it's impossible.

Look at it this way....

0 = (A)(0) for any value of A -> 0/0 = A

because if you divide 0 by 0 you can get anything in other words, 0/0 is said to be 'undefined'.

This is what you have what you have:

[(a^2) - ab] / [(a^2) - ab] = 0/0

My name is killjoy, i am here all week
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Ginger
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« Reply #41 on: February 03, 2006, 11:55:59 PM »

Oh God, now you've set him off!!!!

Now explain how you managed to waste hours on the old P4C maths quiz one night, when it only was a 2 minute problem.... LMAO
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Ginger
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« Reply #42 on: February 04, 2006, 12:06:07 AM »

Oh yes, and I forgot to add...... YOU STILL GOT IT WRONG!!!!!! 
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« Reply #43 on: February 04, 2006, 12:06:43 AM »

shut it you
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thetank
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« Reply #44 on: February 04, 2006, 12:08:26 AM »


My name is killjoy, i am here all week


Well done on spotting it, but that was an easy one.



For the harder ones look here.

http://www.math.toronto.edu/mathnet/falseProofs/fallacies.html

If this sort of thing floats your boat.

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