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The definition is never ending.

It simply can mean forever and ever.

Also refer to: http://en.wikipedia.org/wiki/Infinity

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Q: What is the math definition of infinity in math?

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Infinity is not a defined number. It describes, in math, the endlessness of numbers.

it's the symbol for infinity

Infinity.

Infinity

The very definition of infinity means there is no specific number. Infinity means without end or without a limit.

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Infinity is not a defined number. It describes, in math, the endlessness of numbers.

it's the symbol for infinity

Infinity cannot, by definition, be a defined number such as zero.

The Webster's definition of infinity is an endless amount. The Webster's definition of uncountable is inconceivably numerous. However, infinity is the proper term to be used in mathematics.

the concept of something that is unlimited, endless, without bound is called infinity.

countless and ongoing

Infinity.

Infinity

The very definition of infinity means there is no specific number. Infinity means without end or without a limit.

I would think so because using the negative math rules it would seem so

As Infinity means to be without end, adding infinity to infinity to infinity would not change that. Adding infinity to an infinity would be Infinity itself. However, this could change if other mathematical processes are done. ================================== When real math people run into the thing we call "infinity", they call it "undefined". It's not a number, and it doesn't participate in the operations of arithmetic like numbers do. So technically, this question describes a process that doesn't exist in math. A lot like asking "What is cow add stick add temperature add democracy ?"

EASY I lied 8 on it side is infinity so the answer is clearly INFINITY TO THE POWER OF 2 Math !