Need d) Problem 1: Give an asymptotic estimate, using the O-notation, of the number of letters printed by thealgorithms given below. Give a complete justification for your answer, by providing an appropriate recurrenceequation and its solution.(a) algorithm PrintAs(n)if n ≤ 1 thenprint("AAA")else3for j1 to n³do print ("A")for i 1 to 5 doPrint As( [n/2])(c) algorithm Print Cs(n)if n ≤ 1 thenprint("C")elsefor j1 to ndo print ("C")Print Cs([n/2])Print Cs([n/2])Print Cs([n/2])Print Cs([n/2])(b) algorithm PrintBs(n)if n ≥ 4 thenfor j1 to n²do print ("B")for i 1 to 4 doIn part (d), variable x is a global variable initialized to 1.PrintBs([n/4])for i 1 to 12 doPrint Bs([n/4])(d) algorithm PrintDs(n)if n ≥ 5 thenprint("D")print("D")if (x = 0 (mod 2)) thenPrint Ds([n/5])Print Ds([n/5])x + 3xelsePrintDs([n/5])Print Ds([n/5])x+5 +3

An asymptotic estimate, using the Θ-notation, provides a tight bound on the growth rate of a…

Answered: (d) algorithm if n ≥ 5 then PrintDs(n)…

(d) algorithm if n ≥ 5 then PrintDs(n) print("D") print("D") if (x = 0 (mod 2)) then Print Ds([n/5]) Print Ds([n/51) x x +3 else Print Ds([n/5]) Print Ds([n/5]) c+52+3

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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