Question

@ganeshie8
- just bc. this is a very very interesting problem
- suppose 0/0 is defined fraction just in this case
so how is this possibile ?

0/0 =2

Answer 1

let 0/0 being just in this case defined fraction

0=100-100

100-100 10^2 -10^2
-------- = -------------- =
100-100 10*10 -10*10


(10-10)(10+10) (10+10) 20
= ---------------- = ---------- = ---- = 2
10(10-10) 10 10

so in this way 0/0 = 2

Answer 2

@agent0smith
@.Sam.
@Directrix
@TheSmartOne
@Kainui

Answer 3

Can we just make assumptions like that and then prove it?

Answer 4

This is the same as the proof of 1 = 2

Let x = y = 1
Then x^2 = x = 1
x^2 - 1 = x - 1
(x+1)(x-1) = x - 1
x+ 1 = (x-1)/(x-1) = 1
Therefore 2 = 1

Of course this never works since you cannot divide by zero.

Answer 5

you can make a number equal to any number if you allow 0/0

5 * 0 = 0 ---> 0/0 = 5

8 *0 = 0 ----> 0/0 = 8

so 5 = 8

Answer 6

there's a reason 0/0 is an indeterminate form ;)