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anything to the power of 0 = 1

anything but 0.

\[0^0\neq0\]

if all fails use the calculator

I know it equals 1, but I want to know why.

no because the rule is 0 exponents always equal 1

why do you want to know why

math teacher told our class to find out

so by having x^0 = 1, x^a * 1 = x^a = x^(a+0) = x^y. Makes sense?

can u plug in numbers to that as an example please?

ah, yes, I much prefer intedralsabiti's proof than mine, a lot simpler

i dont deserve that medal.take it back. It is copy-paste

bah, then it's a medal for google-searching skills ;-) whatever works really

thx :D