What will (0/0) result?
Infinity?
zero?
1?
or something else???
The mathematicians had a lot of experiments and thoughts on this. There were many suggested solutions as well. I am going to present some of them and also the actual description here.
Solution 1:
We know if 0 is numerator of a fraction, it results 0. So the answer will be zero(0).
Solution 2:
When 0 is denominator, it is infinity. Because (something by 0 is infinity).
Solution 3:
This is quite different from the previous ones.
These people said, "Let's think what is division. (20/4) means what number should I multiply with 4 to get 20. So, (0/0) means what should I multiply with zero(0) to get zero(0)."
It can be anything as (something*0=0).
Solution 4:
This people said. No!
We know, 1 by 1 is 1, 5 by 5 is 1 so the result will be 1.
Solution 5:
The mathematicians said, "We can't determine the value of (0/0). It is INDETERMINATE."
And this is the actual solution of (0/0).
Now a simple question is, "We now know (0/0=indeterminate). Is it undefined too?"
Yes it is. Why not?
It is raising confusion. And the thing that doesn't have actual value, raises confusion is called undefined.
And a special case of undefined is indeterminate.
(1/0) is undefined but not indeterminate. But (0/0) is undefined. And more specifically it is indeterminate.
Amazing ❤👈👈