Exercise 1.2.3
What is the smallest value of $n$ such that an algorithm whose running time is $ 100n^{2} $ runs faster than an algorithm whose running time is $ 2^{n} $ on the same machine?
At $ n > 14 $, the first algorithm runs faster.
What is the smallest value of $n$ such that an algorithm whose running time is $ 100n^{2} $ runs faster than an algorithm whose running time is $ 2^{n} $ on the same machine?
At $ n > 14 $, the first algorithm runs faster.