And 0^0 (which you'll never need to worry about on the GMAT) is undefined, because, if you think about what it 'should' be equal to, you arrive at different answers. If k is not zero, 0^k = 0 for all numbers k, while k^0 = 1 for all numbers k. So should 0^0 = 0, or should it be 1?
In some applications, 0^0 is accepted to be equal to 1, but for GMAT purposes, it's not defined. I've never seen a question where you'd need to know that, however.
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