Question: Show that E[W(n)] O(nlogn) by solving the recurrence above using the substitution method (you may skip the base case). 3n E[w(m)] 5 e[w()] + e[w

Show that E[W(n)] O(nlogn) by solving the recurrence above using the

Show that E[W(n)] O(nlogn) by solving the recurrence above using the substitution method (you may skip the base case).

3n E[w(m)] 5 e[w()] + e[w (2)]+0(n). E[W(n)] SE IW +EW

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