is any number raised to the 0 power equal 1?

Answer 1

Yes, except zero. Zero raised to the zeroth power is undefined. (The one answerer who says it is zero is wrong, very wrong.)

Also, ∞ (infinity) raised to the zeroth power is undefined.

Technically speaking, infinity is not a number, but I mention that infinity raised to the power of zero is not defined because in a few years (if you carry on your study of mathematics) you will come across infinity raised to the zeroth power and I'm afraid you might say it is equal to one.

So remember, if you come across infinity raised to the power of zero, say it is undefined.

And of course, zero to the power of zero is undefined too.

Anything else raised to the zeroth power is equal to one.

Answer 2

Zero Raised To Zero

Answer 3

everything (numbers) raised to the power of zero = 1. try it on your calculator. except 0^0

Answer 4

yes, with the exception of 0. Here's why:
x^a/x^a = 1, for all x not = 0. Also, x^a/x^a = x(a-a) = x^0. From our first eq'n we know that it is also = 1, so x^a/x^a = x^(a-a) = x^0 = 1.

Answer 5

yes. any number to the power of zero equals 1

Answer 6

Yes, by definition x^0 = 1

I don't know why people keep telling you that 0^0 is 0. That's not the case.

Answer 7

yes, except 0 raised to itself because that's an indeterminate case.

Answer 8

Yes, except 0^0.

0^0 is *undefined*, as you can read from the website below.
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Answer 9

yes, not matter what the number is.
except for zero to the power zero :p

Answer 10

YES ! (apart from zero)