Recent Content by nicklamda
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Post1+1=4
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1+1=4
1+1=4 was not my original statement. It's what I'm trying to prove. I start from a=b. It is correct.
I think you just didn't get me. Seriously, 1+1 can't =4 and 1 can't = 2
But actually all the calculations I made are mathematically correct. And it is simple maths, step by step. Supposing two random variables A and B are equal, it all makes sense. Yet I didn't see someone to prove I'm wrong
If you think this topic is dump, well just dont post
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My story.
Man, I can just see myself through this. I don't know if it's good or bad, but I keep proving teachers wrong. We have the same teacher in biology, chemistry, physics and he sometimes makes me think his brain is disconnected or something. He keeps looking at me with that silly face when he realises I'm right. He can't just admit he's wrong! Why do teachers have to be so selfish???
Sry if I got carried away (again).
Darky I understand you completely. Don't worry though, see things in a good mood and don't let them ppl depress you
Peace -
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1+1=4
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1+1=4
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1+1=4
Well, I don't know if you like mathematics (probably not) but I found this really interesting and I think this is the right section.
So, if you know a thing or two about maths watch this. It proves that 1+1=4 with the help of the power of the numbers.
Here's how:
Supposing that a=b
a^2 - b^2 = (a+b)(a-b) => I hope you know this rule
aa - b^2 = (a+b)(a-b) => a=b so I can write:
ab - b^2 = (a+b)(a-b)
b(a - b) = (a+b)(a-b) => we have (a - b) on both sides so:
b = a + b => a=b so:
b = b + b => and
b = 2b => if b = 1 then:
1 = 2
1 = 2 so 1+1 = 2+2 = 4 There's the proof :D
They teach us at school that 1+1=2 and by using mathematics, the tool they use, we prove that 1+1=4. This is completely paradox, isn't it???
But what if there's something wrong about the thoughts above? Maybe there's some other solution. Can you find it??? -
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Oh my! *faints*
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