Total Posts:17|Showing Posts:1-17
Jump to topic:

1+1=0 rawr

headphonegut
Posts: 4,134
Add as Friend
Challenge to a Debate
Send a Message
9/28/2011 12:15:30 PM
Posted: 5 years ago
if a=1 and b=1
then a-b=0
and a^2 - b^2 = 0
so
(a+b)(a-b)=0

and if you divide both sides by (a-b)

1+1=0

where is the mistake?
crying to soldiers coming home to their dogs why do I torment myself with these videos?
Gileandos
Posts: 2,394
Add as Friend
Challenge to a Debate
Send a Message
9/28/2011 6:30:35 PM
Posted: 5 years ago
At 9/28/2011 12:15:30 PM, headphonegut wrote:
if a=1 and b=1
then a-b=0
and a^2 - b^2 = 0
so
(a+b)(a-b)=0

and if you divide both sides by (a-b)

1+1=0

where is the mistake?

It is division by zero. You cannot do that.
Gileandos
Posts: 2,394
Add as Friend
Challenge to a Debate
Send a Message
9/28/2011 6:34:40 PM
Posted: 5 years ago
In case you are unclear 1-1=0
If you divide by (a-b) where a =1 and b=1 it should be pretty clear that this represents zero.
headphonegut
Posts: 4,134
Add as Friend
Challenge to a Debate
Send a Message
9/28/2011 10:47:09 PM
Posted: 5 years ago
rawr zero goes into zero how many times?
crying to soldiers coming home to their dogs why do I torment myself with these videos?
Wnope
Posts: 6,924
Add as Friend
Challenge to a Debate
Send a Message
9/29/2011 1:09:36 AM
Posted: 5 years ago
At 9/28/2011 12:15:30 PM, headphonegut wrote:
if a=1 and b=1
then a-b=0
and a^2 - b^2 = 0
so
(a+b)(a-b)=0

and if you divide both sides by (a-b)

1+1=0

where is the mistake?

If you square both sides, and one side is a-b, then the result is a2 - 2ab + b2, not a2-b2.
Wnope
Posts: 6,924
Add as Friend
Challenge to a Debate
Send a Message
9/29/2011 1:11:25 AM
Posted: 5 years ago
At 9/29/2011 1:09:36 AM, Wnope wrote:
At 9/28/2011 12:15:30 PM, headphonegut wrote:
if a=1 and b=1
then a-b=0
and a^2 - b^2 = 0
so
(a+b)(a-b)=0

and if you divide both sides by (a-b)

1+1=0

where is the mistake?

If you square both sides, and one side is a-b, then the result is a2 - 2ab + b2, not a2-b2.

Unless this is one of those trivial "divide by zero" problems.
sadolite
Posts: 9,337
Add as Friend
Challenge to a Debate
Send a Message
9/29/2011 7:42:52 AM
Posted: 5 years ago
Why do people try to ignore reality and at the same time live by it's rules when it comes to counting their money. Try using money symbols when you do your math.

$1+$1 = $0
sadolite
Posts: 9,337
Add as Friend
Challenge to a Debate
Send a Message
9/29/2011 7:51:49 AM
Posted: 5 years ago
At 9/29/2011 7:42:52 AM, sadolite wrote:
Why do people try to ignore reality and at the same time live by it's rules when it comes to counting their money. Try using money symbols when you do your math.

$1+$1 = $0

This post is the "affirmation of the blatantly obvious" through the most obscure means possible.
Ore_Ele
Posts: 25,980
Add as Friend
Challenge to a Debate
Send a Message
9/29/2011 9:38:32 AM
Posted: 5 years ago
At 9/28/2011 10:47:09 PM, headphonegut wrote:
rawr zero goes into zero how many times?

undefined.
"Wanting Red Rhino Pill to have gender"
headphonegut
Posts: 4,134
Add as Friend
Challenge to a Debate
Send a Message
9/29/2011 7:51:45 PM
Posted: 5 years ago
At 9/29/2011 8:58:03 AM, sadolite wrote:
I want to start a business venture with "headphonegut" Do you have any money to invest headphonegut?

yes
crying to soldiers coming home to their dogs why do I torment myself with these videos?
headphonegut
Posts: 4,134
Add as Friend
Challenge to a Debate
Send a Message
9/29/2011 7:53:15 PM
Posted: 5 years ago
At 9/29/2011 7:42:52 AM, sadolite wrote:
Why do people try to ignore reality and at the same time live by it's rules when it comes to counting their money. Try using money symbols when you do your math.

$1+$1 = $0

it isn't reality it's mathematics -_-

and even if you put money symbols it's still actual money.
crying to soldiers coming home to their dogs why do I torment myself with these videos?
headphonegut
Posts: 4,134
Add as Friend
Challenge to a Debate
Send a Message
9/29/2011 7:55:42 PM
Posted: 5 years ago
At 9/29/2011 1:11:25 AM, Wnope wrote:
At 9/29/2011 1:09:36 AM, Wnope wrote:
At 9/28/2011 12:15:30 PM, headphonegut wrote:
if a=1 and b=1
then a-b=0
and a^2 - b^2 = 0
so
(a+b)(a-b)=0

and if you divide both sides by (a-b)

1+1=0

where is the mistake?

If you square both sides, and one side is a-b, then the result is a2 - 2ab + b2, not a2-b2.

Unless this is one of those trivial "divide by zero" problems.

trivial you didn't even know ho to figure it out your math is all wrong dude
crying to soldiers coming home to their dogs why do I torment myself with these videos?
Ore_Ele
Posts: 25,980
Add as Friend
Challenge to a Debate
Send a Message
9/30/2011 9:33:02 AM
Posted: 5 years ago
At 9/29/2011 7:55:42 PM, headphonegut wrote:
At 9/29/2011 1:11:25 AM, Wnope wrote:
At 9/29/2011 1:09:36 AM, Wnope wrote:
At 9/28/2011 12:15:30 PM, headphonegut wrote:
if a=1 and b=1
then a-b=0
and a^2 - b^2 = 0
so
(a+b)(a-b)=0

and if you divide both sides by (a-b)

1+1=0

where is the mistake?

If you square both sides, and one side is a-b, then the result is a2 - 2ab + b2, not a2-b2.

Unless this is one of those trivial "divide by zero" problems.

trivial you didn't even know ho to figure it out your math is all wrong dude

None of that matters, since you cannot divide by zero.
"Wanting Red Rhino Pill to have gender"
Wnope
Posts: 6,924
Add as Friend
Challenge to a Debate
Send a Message
9/30/2011 8:24:20 PM
Posted: 5 years ago
At 9/29/2011 7:55:42 PM, headphonegut wrote:
At 9/29/2011 1:11:25 AM, Wnope wrote:
At 9/29/2011 1:09:36 AM, Wnope wrote:
At 9/28/2011 12:15:30 PM, headphonegut wrote:
if a=1 and b=1
then a-b=0
and a^2 - b^2 = 0
so
(a+b)(a-b)=0

and if you divide both sides by (a-b)

1+1=0

where is the mistake?

If you square both sides, and one side is a-b, then the result is a2 - 2ab + b2, not a2-b2.

Unless this is one of those trivial "divide by zero" problems.

trivial you didn't even know ho to figure it out your math is all wrong dude

Then thank god for political science majors and minimal math requirements.