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Perhaps you learned in algebra class how to handle x5/x3 . That's x2 , right ?

In general, anytime you have

(a number)to power 'A' divided by (the same number)to power 'B'

the answer is just (the same number) to power (A - B)

OK ? No problem. That's pretty easy. Good!

Now look at (x)47 divided by (x)47 . What's that ? It's (x)0 , right ? Absolutely.

But what do you have when you divide any number by itself ? You have ' 1 ' .

So (x)0 , or (any number)0 , = ' 1 '.

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Q: Why is it that any number other than zero raised to zero is always one?
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