I've found solutions explaining how the proof works, however I'm stuck on the base case, as I'm showing $2*\log (2) = 0.602$. But the proof says it's $2$. How are they getting that?
The problem is explained here and here.
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2026-03-25 14:22:57.1774448577
Base case is $2 \log(2) = 2$? - Proof by induction that $T(n) = n \times \log(n)$.
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$2 \log 2= 2$ only if you are considering $\log$ to denote a base 2 logarithm.