Show that a running time T(N) = aN + b is an O(N) running time. (Hint: The
only issue is the plus b. Assume N is always at least 1.)
Show that for any two bases a and b for logarithms, if a and b are both greater
than 1, then there is a constant c such that loga N … c (logb N). Thus, there is
no need to specify a base in O(log N). That is, O(loga N) and O(logb N) mean
the same thing.
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