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T(n) = n * floor(lg (n)) + 2n - 2^(floor(lg n ) + 1) how can i prove T(n) is Theta(n log n) and prove
T(n) = n * floor(lg (n)) + 2n - 2^(floor(lg n ) + 1)
how can i prove T(n) is Theta(n log n)
and prove that T(n) - n lg n is O(n)
if L(n) = lgn - floor(lg n) what will the function wiil be
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