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Show that for all constants a, b > 1, f ( n ) is O( log a n ) if and only if f (
Show that for all constants a, b > 1, f (n) is O( logan) if and only if f (n) is O (logbn). Thus, you can omit the base when you write O(log n). Hint: Use the identity logan = logbn / logba for all constants a, b > 1.
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