Find the asymptotic upper bound for in the recurrences

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How do we find the asymptotic upper bound for T(n) in the below recurrences? (Please show work using at least a recurrence tree and substitution method)

1a) T(n) = b * T(n-1) + 1, where b is a fixed integer > 1

1b) T(n) = 3 * T(n/9) + n * logn

Reference no: EM132440455

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