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is x to the 0 power = 1?

Mathematics
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In most cases. If \(x=0\) then we have some problems.
Anything to the power of 0 is 1
ok thanks guys

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Other answers:

Agent is right, except for when \(x=0\). Even complex numbers go to 1. \[0^0\] however is indeterminate.
ok i believe you have earned a medal thanks
i think \(\infty ^0\) is not defined is it @KingGeorge ?
@KingGeorge 's exception is an important one and yes @lgbasallote
But infinity isn't a number (techincally), and we're assuming (at least I was) that x is a number.
that is a good exception will keep in mind
thanks for the discussion everyone

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