Write you computational thinking process for this problem as well as implement the code: Imagine you have 100 doors in a row that are all initially closed. You going to make 100 passes by each of these doors. And on the first pass, you going to visit each door in sequence and toggle it state. So that means if it's closed, it becomes open. If it's open, it becomes closed. Since all the doors are initially closed, this will result in all the doors being open after the first pass. For the second pass, you visit every second door and toggle it state. For the third pass, you visit every third door, and so on and so forth, until you only visit the 100th on the 100th pass. The question is: which doors are open at the end of this process.

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
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Write you computational thinking process for this problem as well as implement the
code:
Imagine you have 100 doors in a row that are all initially closed.
You going to make 100 passes by each of these doors.
And on the first pass,you going to visit each door in sequence and toggle it state. So
that means if it's closed, it becomes open. If it's open, it becomes closed. Since all the
doors are initially closed, this will result in all the doors being open after the first pass.
For the second pass, you visit every second door and toggle it state.
For the third pass, you visit every third door, and so on and so forth, until you only visit
the 100th on the 100th pass.
The question is: which doors are open at the end of this process.
Transcribed Image Text:Write you computational thinking process for this problem as well as implement the code: Imagine you have 100 doors in a row that are all initially closed. You going to make 100 passes by each of these doors. And on the first pass,you going to visit each door in sequence and toggle it state. So that means if it's closed, it becomes open. If it's open, it becomes closed. Since all the doors are initially closed, this will result in all the doors being open after the first pass. For the second pass, you visit every second door and toggle it state. For the third pass, you visit every third door, and so on and so forth, until you only visit the 100th on the 100th pass. The question is: which doors are open at the end of this process.
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