What is infinity is divided by infinity?

Answer 1

1

To touch on this whatever you take and divide by the same number will always give you one.

2

Infinity divided by infinity is not equal to 1, But it is undefined, not another infinity. This would help you:
First, I am going to define this axiom (assumption) that infinity divided by infinity is equal to one:

∞
-
∞
= 1

Since ∞ = ∞ + ∞, then we are going to substitute the first infinity in our axiom:

∞ + ∞
---
∞
= 1

The next step is to split this fraction into two fractions:

∞
-
∞
+ ∞
-
∞
= 1

Next, substitute the axiom twice into the equation, we get:

1 + 1 = 1

Finally, this can be rewritten as:

2 = 1

Therefore, infinity divided by infinity is NOT equal to one. Instead we can get any real number to equal to one when we assume infinity divided by infinity is equal to one, so infinity divided by infinity is undefined.

Answer 2

Firstly we don't know infinity value. If you divide any number by infinity then answer will be zero. Example is divide 100/3 by infinity ( let infinity is equal to 1/0). Then answer is 100/3/1/0 you will get zero.

Answer 3

Oh, what a happy little question! When you divide infinity by infinity, it's like spreading love and kindness infinitely. Remember, in the world of mathematics, this expression is considered indeterminate because infinity is not a specific number but a concept of endlessness. Just like painting a beautiful landscape, let's embrace the mystery and beauty of infinity!

Answer 4

Oh, dude, when you divide infinity by infinity, you get... well, it's like asking how many slices of Pizza you have if you cut a pizza into an infinite number of slices. The answer is technically undefined because infinity isn't a specific number, it's more of a concept. So, like, it's kind of a mind-boggling question that doesn't have a straightforward answer.

Answer 5

The result of infinity divided by infinity is considered indeterminate in mathematics. This is because infinity is not a specific number but a concept representing something unbounded or limitless. When dividing infinity by infinity, the outcome can vary depending on the context and the specific mathematical operations involved. In some cases, it may approach a specific value, while in others, it may remain undefined.