Consider the recurrence T(n). T(n)= 1) = {{ if n ≤ 4 T(√n])+d ifn > 4 Consider the recurrence T(n). if n ≤ 1 TO 1) = { 7

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answerhappygod
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Consider the recurrence T(n). T(n)= 1) = {{ if n ≤ 4 T(√n])+d ifn > 4 Consider the recurrence T(n). if n ≤ 1 TO 1) = { 7

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Consider The Recurrence T N T N 1 If N 4 T N D Ifn 4 Consider The Recurrence T N If N 1 To 1 7 1
Consider The Recurrence T N T N 1 If N 4 T N D Ifn 4 Consider The Recurrence T N If N 1 To 1 7 1 (9.71 KiB) Viewed 23 times
PLEASE PROVE THE TIGHT BOUND WITH INDUCTION. PLEASE SHOWALL WORK SO I CAN UNDERSTAND
MSUT BE PROOF BY INDUCTION
Consider the recurrence T(n). T(n)= 1) = {{ if n ≤ 4 T(√n])+d ifn > 4 Consider the recurrence T(n). if n ≤ 1 TO 1) = { 7 (²) +T([4])+6n_ifn>1
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