Aftermarket Steering Wheel Theft
you should prove why 1+1=2 is incorrect lol
I like your thinking, Stan.
Prove me wrong.
Prove me wrong.
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Joined: Nov 2007
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From: sacramento
Need a time machine
This story goes long back when we all r in our 1st grade learning to add but Spork was sleeping 
...... donn worry spork u'll get it one day its not that hard ........ but take your time
...... donn worry spork u'll get it one day its not that hard ........ but take your time
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Joined: Dec 2006
Posts: 436
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From: The O.C.
take the postulate a=1 and b=1. therefore a=b
such that
a*2=b*2 where * denotes raised to the power of
as such a*2 - b*2 = a*2 - b*2
this can be written as
a*2 - b*2 = a*2 - ab
this factors to
(a+b)(a-b)=a(a-b)
dividing both sides by (a-b), we have
a+b=a
therefore
1+1=1
2=1
when a=b=x where x is another number than 1, different conundrums will result such as a=b=2 which results with 4=2.
have a nice day ladies and gentlemen
such that
a*2=b*2 where * denotes raised to the power of
as such a*2 - b*2 = a*2 - b*2
this can be written as
a*2 - b*2 = a*2 - ab
this factors to
(a+b)(a-b)=a(a-b)
dividing both sides by (a-b), we have
a+b=a
therefore
1+1=1
2=1
when a=b=x where x is another number than 1, different conundrums will result such as a=b=2 which results with 4=2.
have a nice day ladies and gentlemen
take the postulate a=1 and b=1. therefore a=b
such that
a*2=b*2 where * denotes raised to the power of
as such a*2 - b*2 = a*2 - b*2
this can be written as
a*2 - b*2 = a*2 - ab
this factors to
(a+b)(a-b)=a(a-b)
dividing both sides by (a-b), we have
a+b=a
therefore
1+1=1
2=1
when a=b=x where x is another number than 1, different conundrums will result such as a=b=2 which results with 4=2.
have a nice day ladies and gentlemen
such that
a*2=b*2 where * denotes raised to the power of
as such a*2 - b*2 = a*2 - b*2
this can be written as
a*2 - b*2 = a*2 - ab
this factors to
(a+b)(a-b)=a(a-b)
dividing both sides by (a-b), we have
a+b=a
therefore
1+1=1
2=1
when a=b=x where x is another number than 1, different conundrums will result such as a=b=2 which results with 4=2.
have a nice day ladies and gentlemen
how can anyone have a nice day after all of that.....
take the postulate a=1 and b=1. therefore a=b
such that
a*2=b*2 where * denotes raised to the power of
as such a*2 - b*2 = a*2 - b*2
this can be written as
a*2 - b*2 = a*2 - ab
this factors to
(a+b)(a-b)=a(a-b)
dividing both sides by (a-b), we have
a+b=a
therefore
1+1=1
2=1
when a=b=x where x is another number than 1, different conundrums will result such as a=b=2 which results with 4=2.
have a nice day ladies and gentlemen
such that
a*2=b*2 where * denotes raised to the power of
as such a*2 - b*2 = a*2 - b*2
this can be written as
a*2 - b*2 = a*2 - ab
this factors to
(a+b)(a-b)=a(a-b)
dividing both sides by (a-b), we have
a+b=a
therefore
1+1=1
2=1
when a=b=x where x is another number than 1, different conundrums will result such as a=b=2 which results with 4=2.
have a nice day ladies and gentlemen
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