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Community Contributions - Articles by goIITians
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Tagged with:
academic
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![[Post New]](/templates/default/images/icon_minipost_new.gif) posted on 9 Sep 2007 19:24:52 IST
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WARNING- What you are going to see now will make you realise that what you have been studying in maths since bachpan is not quite correct. Not for people who have weak hearts and other heart problems. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . Let a=b  a2=ab [multiplying a on both sides]a2_ b2=ab _ b2 (a+b)(a_b)=b(a_b) a+b=b [canceling (a-b) on both sides] 2b=b (as a=b) OR 1=2 Try to find out flaws in this derivation if you can. All the best. Don't forget to leave your valuable comments and rates.
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this article: 10 points
(with 2 
in 2 votes ) [?]
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(posted on 9 Sep 2007 19:28:52 IST)
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| hey...a^2-b^2=ab-b^2=0 since (a-b)=0 ...but it doesn't mean that a+b=b but (a+b)(0)=b(0)=0..... |
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(posted on 9 Sep 2007 19:34:33 IST)
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| what do u say tarinbansal?????? |
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(posted on 9 Sep 2007 19:35:48 IST)
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| This is ur point of view. This does not show any flaw in my derivation. C'mon there must be someone on goiit who can find flaw in this. Its a simple concept. Rate me if you think that I am good enough to think such a derivation. |
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(posted on 9 Sep 2007 19:50:29 IST)
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| the flaw in ur divation is that i mentioned above.....(i think...) |
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(posted on 9 Sep 2007 19:52:28 IST)
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| Lets wait and see what other's have to say. |
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(posted on 9 Sep 2007 19:57:46 IST)
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For ur kind information u cannot cancel "0" on both the sides.
as a=b so ur equation is 0=0 which on multiplying by any thing will remain 0 only..............
I have lots of other foolish derivations like this........ |
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(posted on 9 Sep 2007 20:03:56 IST)
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| Well you are right. But gussa to mat ho yaar. |
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(posted on 9 Sep 2007 21:38:44 IST)
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| well,vishesh u r absolutely,right.thats d logic over there.(yups,logic!!!) |
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(posted on 9 Sep 2007 23:17:33 IST)
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| of ho, division by zero is not defined... we learnt this in elemntary school man wht u tryin! |
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(posted on 9 Sep 2007 23:18:17 IST)
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| a - b is zero here |
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(posted on 10 Sep 2007 00:11:59 IST)
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| quite right we were taught at elementary school that you cannot divide a number by 0.Whatever you do after all you are creating a plethora of processes, the careful man will always find it out in one stroke no doubt about it. Isn't it?? |
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(posted on 10 Sep 2007 00:18:11 IST)
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Going a step further on your derivation
1*0=2*0 so 1=2.......2*0=3*0 so 2=3..........and so on.
Hence all the numbers are equal 1=2=3=4=5=6=7.............=infinity
Huh.
Good joke mate. |
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