View Full Version : proof for 1=2
chethiyakb
10-24-2008, 01:49 PM
Let a=b
therefore a*a=ab
a*a +a*a=a*a+ab
2a*a=a*a+ab
2a*a-2ab=a*a+ab-2ab
2a*a-2ab=a*a-ab
2(a*a-2ab)=1(a*a-ab)
when both sides are divided by (a*a-ab) :D
ps: we can't divide a number by zero. If we divide, the result is undefined (usually said the infinity)
tdevinda
10-24-2008, 01:56 PM
:S
this is total nonsense. When you substitute a for b at even the first instance you end up with 0=0....
Looks like you're new to maths. Did you just start AL? Finish the pure maths and you'll turn purple every time you remember you posted something like this :D
LoL...
nimaz
10-24-2008, 02:01 PM
wrong maths!!
yasasrd
10-24-2008, 02:02 PM
:S
this is total nonsense. When you substitute a for b at even the first instance you end up with 0=0....
Looks like you're new to maths. Did you just start AL? Finish the pure maths and you'll turn purple every time you remember you posted something like this :D
LoL...
:yes: :yes: :yes: :yes: :yes: :yes:
fahoo_em
10-24-2008, 02:05 PM
its totaly wrong.
a=b kiyala ehama ganna bay.
chethiyakb
10-24-2008, 02:07 PM
:S
this is total nonsense. When you substitute a for b at even the first instance you end up with 0=0....
Looks like you're new to maths. Did you just start AL? Finish the pure maths and you'll turn purple every time you remember you posted something like this :D
LoL...
I posted this for newcomers to the mathematics field. If u were at my age you gonna take this serious for sure.
Anyway this is a joke ( not when my math teacher gave this!!)
henderson
10-24-2008, 02:45 PM
Let a=b
therefore a*a=ab
a*a +a*a=a*a+ab
2a*a=a*a+ab
2a*a-2ab=a*a+ab-2ab
2a*a-2ab=a*a-ab
2(a*a-2ab)=1(a*a-ab)
when both sides are divided by (a*a-ab)
Now the issue is your math is perfectly correct until last line,
how can the (a * a - 2ab)/(a*a-ab) = 1
so that is not a proof or nowhere near
nipunaplus
10-24-2008, 02:49 PM
Malideve DEVANSLA KOHOMATH WENAS THALE KOLLO>>>>>>BECAUSE I AM DEVANS..........I AM PROUD TO BE A DEVAN
JKSSSS
10-24-2008, 02:54 PM
a*a, 2a neme a squared
madurax86
10-24-2008, 02:57 PM
mokadda me? :0
a=b
therefore a*a=ab
a*a +a*a=a*a+ab
2a*a=a*a+ab
2a*a-2ab=a*a+ab-2ab
2a*a-2ab=a*a-ab
2(a*a-ab)=1(a*a-ab) ...ur proof should be lyk dis i think but as u assigned a=b; then a*a-ab=0 how da hell are u gonna divide by 0? its limit goes to infinty! u better learn math b4 posting dude
sherlock
10-24-2008, 02:57 PM
paithgaras kenek wathda?
alagakkonara
10-24-2008, 03:12 PM
Guys this is a common problem, where we can prove any number is equal to any number.
This is something we normally learn while doing A/L maths. And of course we use division by zero, so yeah no real meaning in the proof.
Everybody who did maths knows that. So this proof is for those who dont know it to have some funtime figuring it out.
Give him a break,
magicman
10-25-2008, 02:52 PM
:S
this is total nonsense. When you substitute a for b at even the first instance you end up with 0=0....
Looks like you're new to maths. Did you just start AL? Finish the pure maths and you'll turn purple every time you remember you posted something like this :D
LoL...
:yes::yes::yes::yes::yes::yes::yes::yes::yes::yes: :nerd::nerd::D:D:D
aragon
10-25-2008, 03:10 PM
Very poor attempt to prove it, that's completely nonsense. U better to start learning maths from it's beginning.
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