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Suppose that $f (n) = 2f (n/2) + 3$ when $n$ is an even positive integer, and $f (1) = 5.$ Find

  1. $f (2)$
  2. $f (8)$
  3. $f (64)$
  4. $(1024)$
     
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Answer   f(2)=2f(1)+3=2(5) +3=13

               f(4)=2f(2)+3  =2(13)+3=29

              f(8)=2f(4)+3 =61

               and so on

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