One hundred students are assigned lockers 1 through 100. The student assigned to locker number 1 opens all 100 lockers. The student assigned to locker number 2 then closes all lockers whose numbers are multiples of 2. The student assigned to locker number 3 changes the status of all lockers whose numbers are multiples of 3 (e.g. locker number 3, which is open gets closed, locker number 6, which is closed, gets opened). The student assigned to locker number 4 changes the status of all locker whose numbers are multiples of 4, and so on for all 100 lockers.

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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Code the 100 locker problem.

Requirements

1. Only use printf statements in code

2. Must print out the final state of the array as a 10x10 array with clean formatting 

One hundred students are assigned lockers 1 through 100. The student assigned to
locker number 1 opens all 100 lockers. The student assigned to locker number 2 then
closes all lockers whose numbers are multiples of 2. The student assigned to locker
number 3 changes the status of all lockers whose numbers are multiples of 3 (e.g.
locker number 3, which is open gets closed, locker number 6, which is closed, gets
opened). The student assigned to locker number 4 changes the status of all locker
whose numbers are multiples of 4, and so on for all 100 lockers.
Transcribed Image Text:One hundred students are assigned lockers 1 through 100. The student assigned to locker number 1 opens all 100 lockers. The student assigned to locker number 2 then closes all lockers whose numbers are multiples of 2. The student assigned to locker number 3 changes the status of all lockers whose numbers are multiples of 3 (e.g. locker number 3, which is open gets closed, locker number 6, which is closed, gets opened). The student assigned to locker number 4 changes the status of all locker whose numbers are multiples of 4, and so on for all 100 lockers.
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