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What is infinity to the power of negative infinity

 Sep 26, 2014

Best Answer 

 #1
avatar
+5

According to wolfram alpha, it is zero.

 

We observe that:

infinity^(-infinity)= 1/(infinity^infinit) 

Now, infinity^infinit must be considered to be quiet a lot. The inverse of this should be etremely small, i.e. very close to zero. 

 

 

It's important to remember, though, that infinity isn't a number, but an abstract concept.

 Sep 26, 2014
 #1
avatar
+5
Best Answer

According to wolfram alpha, it is zero.

 

We observe that:

infinity^(-infinity)= 1/(infinity^infinit) 

Now, infinity^infinit must be considered to be quiet a lot. The inverse of this should be etremely small, i.e. very close to zero. 

 

 

It's important to remember, though, that infinity isn't a number, but an abstract concept.

Guest Sep 26, 2014
 #2
avatar+118680 
0

Yes that makes sense I guess

 Sep 27, 2014

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