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ys Length[1 .. n] and Priority[1...n]. For each meeting request i from 1 to n, Length[i] and Priority[i] correspond to the length and priority of the meeting pectively. Describe a backtracking algorithm to choose a subset of meetings such that the sum of their lengths is at most Tand the sum of their priorities is maxin

ys Length[1 .. n] and Priority[1...n]. For each meeting request i from 1 to n, Length[i] and Priority[i] correspond to the length and priority of the meeting pectively. Describe a backtracking algorithm to choose a subset of meetings such that the sum of their lengths is at most Tand the sum of their priorities is maxin

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
Problem 1PE
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You want to fit as many zoom meetings as possible within a T-hour interval. You can choose meetings from a set of n possible meeting requests. You are given two arrays Length[1. n] and Priority[...n]. For each meeting request i from 1 to n, Length[i] and Priorityli] correspond to the length and priority of the meeting, respectively. • Describe a backtracking algorithm to choose a subset of meetings such that the sum of their lengths is at most T and the sum of their priorities is maximized.
Transcribed Image Text:You want to fit as many zoom meetings as possible within a T-hour interval. You can choose meetings from a set of n possible meeting requests. You are given two arrays Length[1. n] and Priority[...n]. For each meeting request i from 1 to n, Length[i] and Priorityli] correspond to the length and priority of the meeting, respectively. • Describe a backtracking algorithm to choose a subset of meetings such that the sum of their lengths is at most T and the sum of their priorities is maximized.
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