Problem In this assignment, you are required to implement the fractional knapsack problem. In a fractional knapsack problem, there exists a knapsack of capacity W, set of n items and each item i has a positive benefit b, and a positive weight w, . Your goal is to write a program in a language of your own choice that chooses items with the maximum total benefit but with weight at most W. You are allowed to take fractional amount of an item if you need to do so. You must use a heap-based priority queue in your implementation. Input: The first line of the input takes n, the number of items. In the next n lines, for each item (from 1 to n), you take the weight and the corresponding benefit. In the last line you take the knapsack capacity W from the user.

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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In this assignment, you are required to implement the fractional knapsack problem. In a fractional
knapsack problem, there exists a knapsack of capacity W, set of n items and each item i has a positive
benefit b, and a positive weight w, . Your goal is to write a program in a language of your own
choice that chooses items with the maximum total benefit but with weight at most W. You are allowed
to take fractional amount of an item if you need to do so. You must use a heap-based priority queue in
your implementation.
Input:
The first line of the input takes n, the number of items. In the next n lines, for each item (from 1 to n),
you take the weight and the corresponding benefit. In the last line you take the knapsack capacity W
from the user.
Transcribed Image Text:Problem In this assignment, you are required to implement the fractional knapsack problem. In a fractional knapsack problem, there exists a knapsack of capacity W, set of n items and each item i has a positive benefit b, and a positive weight w, . Your goal is to write a program in a language of your own choice that chooses items with the maximum total benefit but with weight at most W. You are allowed to take fractional amount of an item if you need to do so. You must use a heap-based priority queue in your implementation. Input: The first line of the input takes n, the number of items. In the next n lines, for each item (from 1 to n), you take the weight and the corresponding benefit. In the last line you take the knapsack capacity W from the user.
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