Question: algorithm please solve it with clear hand write 1. Substitution and Tree Methods. (14 points) Consider the following recurrencer T(n) =T(n - 1) + 2
1. Substitution and Tree Methods. (14 points) Consider the following recurrencer T(n) =T(n - 1) + 2 (a) Assume that the base case is T(1) = e(1). Show that the solution to this recurrence is O(n) using: (a) (6 points) The substitution method (b) (6 points) The recursion tree method (b) (2 points) Is T(n) = N(n)? Explain your
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