Question: 1. S(n)=3S(3n)+b. (a) Use a recursion tree to show that S(n)=(g(n)), for some function g(n). (b) Use induction to prove that S(n)=(g(n)). 1. S(n)=3S(3n)+b. (a)

 1. S(n)=3S(3n)+b. (a) Use a recursion tree to show that S(n)=(g(n)),
for some function g(n). (b) Use induction to prove that S(n)=(g(n)). 1.

1. S(n)=3S(3n)+b. (a) Use a recursion tree to show that S(n)=(g(n)), for some function g(n). (b) Use induction to prove that S(n)=(g(n)). 1. S(n)=3S(3n)+b. (a) Use a recursion tree to show that S(n)=(g(n)), for some function g(n). (b) Use induction to prove that S(n)=(g(n))

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