divide 0/0 if 0 then how can you proof that if someone else then what?
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Hey friend
Here is your answer
Here is your answer
0/0 is Indeterminate not Undefined
Undefined are those who don’t obey the definition of divide of real Number (a / b = c where b not equal to zero). Indeterminate are those fact,which mathematics can’t determine.
Because we don’t actually know which one is the exact answer for this due to having lots of results for this.let me explain,
lets think by this analogy that,
0 / 1 =0
0 / 2 =0
…………
………..
we can say 0 / n = 0 from this we can write, 0/0 = 0
Again, another analogy,(from limiting concept of 1/0 = infinity)
1 / 0 = +∞ or -∞
2 /0 = +∞ or -∞
………
……….
we can say 0 / 0 = ∞
abhishek664:
i think only i can say it's undefined m i right
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