Imagine you are the school administrator responsible for arranging seating in a classroom for an important exam. The classroom is represented as a grid, with 'm' rows and 'n' columns. In this grid, each seat is either usable and marked with a . character or broken and marked with a '#' character. You want to ensure that as many students as possible can take the exam together while preventing cheating. To achieve this, you need to arrange the seating such that students can see the answers of their neighbors to the left, right, upper left, and upper right, but not the students sitting directly in front of or behind them. In this classroom scenario, your goal is to maximize the number of students who can take the exam simultaneously without the possibility of cheating. This means strategically placing students in good condition seats to create a seating arrangement that optimizes visibility without compromising academic integrity. Your solution will provide the maximum number of students who can participate in the exam under these conditions while adhering to the requirement that they must sit in undamaged seats. This ensures a fair and secure environment for the exam, promoting academic excellence and integrity. Provide your solution in Java. Verify your Code with two different test cases.
Imagine you are the school administrator responsible for arranging seating in a classroom for an important exam. The classroom is represented as a grid, with 'm' rows and 'n' columns. In this grid, each seat is either usable and marked with a . character or broken and marked with a '#' character. You want to ensure that as many students as possible can take the exam together while preventing cheating. To achieve this, you need to arrange the seating such that students can see the answers of their neighbors to the left, right, upper left, and upper right, but not the students sitting directly in front of or behind them. In this classroom scenario, your goal is to maximize the number of students who can take the exam simultaneously without the possibility of cheating. This means strategically placing students in good condition seats to create a seating arrangement that optimizes visibility without compromising academic integrity. Your solution will provide the maximum number of students who can participate in the exam under these conditions while adhering to the requirement that they must sit in undamaged seats. This ensures a fair and secure environment for the exam, promoting academic excellence and integrity. Provide your solution in Java. Verify your Code with two different test cases.
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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