Question

I know you cant prove it that 0/0=2

Answer 1

hope it helps you

Is there a mathematical proof that 0/0=2?

Originally Answered: How can you prove 0/0=2?

Lt 0/x (x->0) is exactly zero. Because though the denominator approaches zero. Numerator is exactly zero. zero divided by a very small number will give you zero.

Lt x/0 (x->0) is infinity. (X is a small number which is divided by an infinitesimally small number) This isn't exactly mathematically correct but you can still think of it that way.

But if both numerator and denominator tend to zero, YOU CAN NEVER SAY. It depends on whether numerator approaches zero faster or the denominator.

SO, o/o is an inderminate value.

The reason being that it can take ANY value.

I can claim o/o is 2 using the following logic:

0X2=0=> 0/0 =2.

Its quite tough to argue against this.

Using the same logic someone else can claim it to be 3!

That is precisely why it is indeterminate. Dividing by zero is not valid because it gives rise to these issues.

PS: next time I would reccomend you to search if the question already exists or not!

thanks

Answer 2

Answer:

Step-by-step explanation:

0/0=2

100-100/100-100

(10)2-(10)2/10(10-10)

(10+10)(10-10)/10(10-10)

20/10

2

Proved