Find
Search for over 200,000 study notes and past assignments!
Swap
Download study resources by swapping your own or buying Exchange Credits.
Study
Study from your library anywhere, anytime.
5 Pages • Essays / Projects • Year Uploaded: 2024
The four colour theorem is a mathematical problem that has intrigued mathematicians for centuries. It is a problem of map colouring, where the aim is to colour a map with the fewest possible colours so that no adjacent regions have the same colour. The theorem states that any map can be coloured with four colours, which means that it is possible to colour any map with only four colours in such a way that no two adjacent regions have the same colour. In this essay, we will explore the history of the four colour theorem, the approaches used to solve it, and the proof that finally established it as a theorem.
This document is 30 Exchange Credits
More about this document:
|
This document has been hand checkedEvery document on Thinkswap has been carefully hand checked to make sure it's correctly described and categorised. No more browsing through piles of irrelevant study resources. |
|
This is an Essay / ProjectEssays / Projects are typically greater than 5 pages in length and are assessments that have been previously submitted by a student for academic grading. |
|
What are Exchange Credits?Exchange Credits represent the worth of each document on Thinkswap. In exchange for uploading documents you will receive Exchange Credits. These credits can then be used to download other documents for free. |
|
Satisfaction GuaranteeWe want you to be satisfied with your learning, that’s why all documents on Thinkswap are covered by our Satisfaction Guarantee. If a document is not of an acceptable quality or the document was incorrectly described or categorised, we will provide a full refund of Exchange Credits so that you can get another document. For more information please read Thinkswap's Satisfaction Guarantee. |
Studying with Academic Integrity
Studying from past student work is an amazing way to learn and research, however you must always act with academic integrity.
This document is the prior work of another student. Thinkswap has partnered with Turnitin to ensure students cannot copy directly from our resources. Understand how to responsibly use this work by visiting ‘Using Thinkswap resources correctly’.