A delivery truck needs to visit 135 addresses. Calculating every possible route to find the shortest route would consume too much time and resources, so a simpler method is used that might miss finding the shortest possible route. This is an example of a brute force ✓algorithm. Question # 16 heuristic Multiple Choice knapsack problem A programmer finds the average daily expense for January by dividing the expenses for the entire month by 31. What type of problem is this? O combinatorial problem O tractable problem O intractable problem O knapsack problem
A delivery truck needs to visit 135 addresses. Calculating every possible route to find the shortest route would consume too much time and resources, so a simpler method is used that might miss finding the shortest possible route. This is an example of a brute force ✓algorithm. Question # 16 heuristic Multiple Choice knapsack problem A programmer finds the average daily expense for January by dividing the expenses for the entire month by 31. What type of problem is this? O combinatorial problem O tractable problem O intractable problem O knapsack problem
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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Transcribed Image Text:Google Docs
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es Semester A
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This is an example of a
Question # 16
X +
7 HO
1 2 3 4
A delivery truck needs to visit 135 addresses. Calculating every possible route to find the shortest route would consume too much time
and resources, so a simpler method is used that might miss finding the shortest possible route.
A Q
brute force
v6.2.1-0055.20221212.mainline.
heuristic
O combinatorial problem
O tractable problem
O intractable problem
O knapsack problem
✓algorithm.
Multiple Choice
knapsack problem
A programmer finds the average daily expense for January by dividing the expenses for the entire month by 31. What type of problem is
this?
O M
31 FRAN ▶
DELL
A
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