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Explain or describe the worst-case time complexity of the algorithm for locating the mode in a list of nondecreasing integers. procedure find a mode (a₁, a2, ..., an: nondecreasing integers) modecount := 0 i:=1 while i n value := a₁ count=1 while i ≤ n and a¡ = value count = count+1 i=i+1 if count > modecount then modecount := count mode := value return mode

Explain or describe the worst-case time complexity of the algorithm for locating the mode in a list of nondecreasing integers. procedure find a mode (a₁, a2, ..., an: nondecreasing integers) modecount := 0 i:=1 while i n value := a₁ count=1 while i ≤ n and a¡ = value count = count+1 i=i+1 if count > modecount then modecount := count mode := value return mode

Database System Concepts
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
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4. Explain or describe the worst-case time complexity of the algorithm for locating the mode in a list of nondecreasing integers. procedure find a mode (a₁, a2, ..., an: nondecreasing integers) modecount := 0 i:=1 while i ≤n value := a₁ count : 1 while i ≤ n and a; = value count = count + 1 i=i+1 if count > modecount then modecount := count mode := value return mode
Transcribed Image Text:4. Explain or describe the worst-case time complexity of the algorithm for locating the mode in a list of nondecreasing integers. procedure find a mode (a₁, a2, ..., an: nondecreasing integers) modecount := 0 i:=1 while i ≤n value := a₁ count : 1 while i ≤ n and a; = value count = count + 1 i=i+1 if count > modecount then modecount := count mode := value return mode
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