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    Please include an explanation. 2 Solving Recurrence by Induction (20 points) Let T(n) be defined recursively as (n = 1) Show by induction that T(n) 7.
    Let T(n) be defined recursively as T(n) = {7T (n - 1) (n > 1) 7 (n = 1) Show by induction that T(n) = 7^n.

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    2 Solving Recurrence by Collection (20 points) Let T(n) be defined recursively as (n = 1) Show by collection that T(n) 7.

    Let T(n) be defined recursively as T(n) = {7T (n – 1) (n > 1) 7 (n = 1) Show by collection that T(n) = 7^n.

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