Why can't we consider 0/0 =1/2 ??????
13 Oct 2008 12:50:48 IST
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13 Oct 2008 14:12:53 IST
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hey buddy the form 0/0 is not defined ...however wen u will do the chapter Limits and derivatives u will understand more about this concept
16 Oct 2008 22:51:57 IST
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bachho u donno ki 0/0 has two type
exact 0/0 and tendinf 0/0
exact cant be solve bt tending can be solve
tending 0 means .0000000000000000001 like this and whn u devide it by .0000000000000000001 or some thing u will find 1 so thts thhe reason
exact 0/0 and tendinf 0/0
exact cant be solve bt tending can be solve
tending 0 means .0000000000000000001 like this and whn u devide it by .0000000000000000001 or some thing u will find 1 so thts thhe reason
17 Oct 2008 12:20:44 IST
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to correct everyone, o/0 is not infinity....... it is undefined that is 0/0 can take any value, it can be 1 2 3 4 5 6 or even 0. This is becoz 0* any number gives zero. Its basic mathematics..........
And to your doubt, if we give 6 sweets to 2 ppl each gets 3.
similarly if 0 sweets are given to 0 ppl ans shud be 0 . How van you give something to no one. Zero people means no one...
I would be expecting comments.
And to your doubt, if we give 6 sweets to 2 ppl each gets 3.
similarly if 0 sweets are given to 0 ppl ans shud be 0 . How van you give something to no one. Zero people means no one...
I would be expecting comments.















but i feel the logic shud be this++++++++++
wen we give 6 sweets to 2 ppl each gets 3.
similarly if 0 sweets are given to 0 ppl ans shud be 0
but my maths teacher told me 0/0 is a kind of infinity
thayts it!!!!!!!!!!!!!!!!!duuno much abt it!!!!!!!!!!!!!!!!!!!!