BackQuestion2With which type of complexity algorithm will the computations take place the slowest?Not yetansweredMarked out of1.00FlagquestionPrevious pagea. n2O b. 2nO c. n!O d. n³InformationUseful linksType here to search:

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Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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QUESTION 13 What is the time complexity function of the following algorithm? 1. Input strings ... and y... n and s 2. For 1 ton do 2.1. If zs then 2.1.1. Return "String one contains s." 3. For i 1 ton do 3.1. If ys then 3.1.1. Return "String two contains s." 4. Return "Neither string contains s." af(n) =n b. n²-n f(n) = 2 Ocf(n)=2n d.f(n) =n² QUESTION 14 What is the time complexity function of the following algorithm? 1. Input string ..... In. 2. For i 1 ton-1 do 2.1 For j=i+1 ton do 2.1.1 If = then 2.1.1.1 Return "There is duplicate integer in the string." 3. Return "There are no duplicate integers in the string." a. f(n) = 2n b. n²-n f(n) = 2 f(n) =n² d.f(n) =n
Learning Target N2 (Core): I can perform back-substitution in the Euclidean Algorithm to write the the greatest common divisor of a and b as in Bézout's Lemma, gcd(a, b) =as + bt, noting the + between the terms with a, b, s, te Z Use the Euclidean Algorithm with back-substitution to find the gcd (a, b) and then write ged(a, b) = as+bt, noting the between the terms with a, b, s, t € Z. 1. a 36, b= 15. The answer is 3 = 36 (-2) +15 (5), now show the work. 2. a = 567, b = 1234. The answer is 1= 567 (37) +1234(-17), now show the work. I
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Iwant the answers with the steps and formou for all of these questions please 17-20❤️
the scaffold method. 3. a. Use the common method for implement- ing the standard division algorithm to calcu- late 1875 8. b. Interpret each step in your calculation in part (a) in terms of the following problem: You have 1875 toothpicks bundled into 1 thousand, 8 hun- dreds, 7 tens, and 5 individual toothpicks. If you divide these toothpicks equally among 8 groups, how many toothpicks will each group get?
6.3q2

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Back Question 2 With which type of complexity algorithm will the computations take place the slowest? Not yet answered Marked out of 1.00 Flag question Previous page a. n2 O b. 2n O c. n! O d. n³ Information Useful links Type here to search :