"Euclid's Elements has stood for well over two millenia as the exemplar, not just of classical geometry, but of the axiomatic and deductive structure characteristic of all pure mathematics. Its range goes beyond what we think of as geometry, extending to the general theory of propositions, number theory, and an innovative and ingenious treatment of incommensurability."

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 The propositions are constructed with ​definitions, postulates and ​​common notions that are  described by Euclid's at the beginning of each book.​



This semester I have completed 20 propositions here I upload my process of doing them and also it is uploaded a video with the explanations of each one. 



Proposition 1

Proposition 2

Proposition 3

Proposition 4

Proposition 5

Proposition 6
Proposition 7
Proposition 8

Proposition 9

Proposition 10

​Proposition 11
Proposition 12
Proposition 13
Proposition 14

​Proposition 15
Proposition 16

Proposition 17

Proposition 18
Proposition 19
Proposition 20