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2. Solve the recurrence relations for D(n), the delay, and G(n), D(n) 3(1+ logn) D(1)=3 D(2n) = D(n) +3 G(n) = 3nlog2n+15n-6 G(1)=9 G(2n)
2. Solve the recurrence relations for D(n), the delay, and G(n), D(n) 3(1+ logn) D(1)=3 D(2n) = D(n) +3 G(n) = 3nlog2n+15n-6 G(1)=9 G(2n) 2G(n) + 6n+6
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Quantitative Methods For Business
Authors: David Anderson, Dennis Sweeney, Thomas Williams, Jeffrey Cam
11th Edition
978-0324651812, 324651813, 978-0324651751
