Question: Consider this recursive function F, in which n/2 means the floor of n/2. Recursive function F(n) If (n s 1) return 0 else return 1

Consider this recursive function F, in which n/2 means the floor

Consider this recursive function F, in which n/2 means the floor of n/2. Recursive function F(n) If (n s 1) return 0 else return 1 + F(n/2) end Write a closed formula for the function computed by F using the notation, give a formula for the running time off. Each call to F counts as one time unit. Use mathematical induction to prove both of your formulas

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