I wonder what the infinite is. someone say that 1^infinite = 1 we don't know what the infinite is how it can be equal to 1 and I know 1^everything is = 1
Please help, thanks.
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I wonder what the infinite is. someone say that 1^infinite = 1 we don't know what the infinite is how it can be equal to 1 and I know 1^everything is = 1
Please help, thanks.
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Reading the Wikipedia article may help better understand the concept.
As to how we may define 1∞, there's another reading there on how to define common operations on the set of real numbers extended with ± ∞.
If you want function 1x to be continuous in extended real number line you have to define 1x for x = + ∞ as and for x = - ∞ as .
This reminds me of the exponential.
Limits of "1 power infinity" expressions often yield exponential functions. For example, for any given t:
Notice that the base approaches 1 and the exponent approaches infinity, but the resulting function is something completely different — and quite interesting.