Consider the recurrence T(n). if n ≤ 1 T(n)= >= { _T([²])+7([4])+6n_ifn>1 Use the recursion tree technique or repeated s

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answerhappygod
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Consider the recurrence T(n). if n ≤ 1 T(n)= >= { _T([²])+7([4])+6n_ifn>1 Use the recursion tree technique or repeated s

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Consider The Recurrence T N If N 1 T N T 7 4 6n Ifn 1 Use The Recursion Tree Technique Or Repeated S 1
Consider The Recurrence T N If N 1 T N T 7 4 6n Ifn 1 Use The Recursion Tree Technique Or Repeated S 1 (28.67 KiB) Viewed 38 times
I need the induction hypothesis, the base case and theinductive step labeled, or it will not be considered correct.PLEASE
Consider the recurrence T(n). if n ≤ 1 T(n)= >= { _T([²])+7([4])+6n_ifn>1 Use the recursion tree technique or repeated substitution to come up with a good guess of a tight bound on this recurrence and then prove your tight bound correct with induction or another technique. I guessed the boundO(n). Please I JUST NEED HELP WITH PROVE OF INDUCTION. PLEASE LABEL EACH STEP SO I CAN FOLLOW. AGAIN PLEASE USE INDUCTION!!! THANK YOU! IT MUST BE INDUCTION!!!!
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