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Why is 0 to the power of 1 equal to 1?
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Do you mean anything raised to the power of 0? Like \[1^{0}\]?
0 to the power of 1 = \(0^1 = 0\) 1 to the power of 0 = \(1^0 = 1\)
umm because if mult. 1 0 times you get1
\[ \large 1 = \frac{a^n}{a^n} = a^{n-n} = a^0 \\ \large a^0 = 1; ~~~1^0 = 1, ~~~~2^0 = 1; ~~~~.... \]
Everything raised to the power of 0 is zero
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@Concentrationalizing : Yes, but I also mean 0^1 @aum Thank you!
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