The logarithm \(\log_{b} a\) answers the question: "To what power must \(b\) be raised, to yield \(a\)?"
Since \(a = 1\), regardless of the base \(b\), \(\log_{b} 1 = 0\) because any non-1 base raised to the power of 0 equals 1.
The answer is derived directly from the special cases: 0.
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