https://padlet.com/ksaucedo2021/xn4fd9vk2d484rvp Made with fortitude en-us 2020-04-27 16:28:58 UTC 2020-04-27 19:06:23 UTC hello@padlet.com ksaucedo2021 https://padlet.com/ksaucedo2021/xn4fd9vk2d484rvp/wish/534061095 http://math.loyola.edu/~loberbro/ma421/BasicProofs.pdf
This text is an example of four different types of proofs and examples of each one. I can use it to specify the type of proofs I'm using.

https://study.com/academy/lesson/mathematical-proof-definition-examples-quiz.html
Although I don't have access to the whole text, this article shows a quick video on the definitions of proofs as well as a partial example of one. I can use it as an example.

https://www.sparknotes.com/math/geometry3/geometricproofs/summary/
This geometric proofs sparknotes text is a treasure trove of tips outlining proofs as well as some examples of proofs. It'll help me with my craft and examples.

https://en.wikibooks.org/wiki/High_School_Mathematics_Extensions/Mathematical_Proofs
Gives types of proofs, examples of questions to answer/things to prove, and ways to do so using said types of proofs. This text has tons of examples that range in difficulty and mathematical subject. I can use it to guide my thinking and check my work.]]> 2020-04-27 16:30:46 UTC https://padlet.com/ksaucedo2021/xn4fd9vk2d484rvp/wish/534061095 ksaucedo2021 https://padlet.com/ksaucedo2021/xn4fd9vk2d484rvp/wish/534258430 https://www.cs.ru.nl/~freek/100/
Literally a list of 100 mathematical theorems. What more can I say? Absolutely wonderful.

http://www.mathguide.com/lessons/GeometryProofs.html
A website of geometry proofs. Largely focused around congruence and how that relates to triangles, but there are some other fun geometrical proofs as well. Helpful in giving me ideas for the proofs I want to get into.

https://www.google.com/search?sa=X&q=Proofs+in+mathematics&stick=H4sIAAAAAAAAAE2OzWrCUBhEm3YCLtSmWn-ykYubQqHcUJBCVgVfQHBTuikhfrEBcxNyA41vM-Qxu2psBN3MZs4Zpvc0mus61jrTweuqftt_hUWZ54l9F7P0T00WVd_SRhrbS_W8yKSKQl0XkZFDi-UmlqIKbbqTn-hoP-_3krdIeVSd0zjeaayUJDWSial08Ov4H-vO25419aI2_zhxS9wQU-KRuCMcYkL0iRnRIwbEAzEkxgQIj3CJUeNOOl2lRl39_gMuH6-A5QAAAA&ved=2ahUKEwiLpbi2pYnpAhWDv54KHYJtCHwQ-BYwLnoECA4QMg&biw=1164&bih=655
Not an actual source, but under this search there are tons of different types of proofs from tons of different sources.

https://www.mathwarehouse.com/geometry/congruent_triangles/isosceles-triangle-theorems-proofs.php
Just some isosceles triangle proofs. I want to focus on isosceles triangles for one of my proofs so these should give me some ideas on where to begin.]]> 2020-04-27 17:38:58 UTC https://padlet.com/ksaucedo2021/xn4fd9vk2d484rvp/wish/534258430 ksaucedo2021 https://padlet.com/ksaucedo2021/xn4fd9vk2d484rvp/wish/534260596 https://deopurkar.github.io/teaching/algebra1/cheng.pdf
This first article is literally a guide to how to write proofs. It's 17 pages worth of helpful tips on places to start, ways of generating ideas, specific examples, and common errors that mathematicians make. This guide is the quintessential "how to" for mathematical theorems.

https://math.berkeley.edu/~hutching/teach/proofs.pdf
This second article is a bit different, but equally helpful. It's less of a "how to" guide and more of a "what is" guide. In this 27 page text, Michael Hutchings outlines types of proofs, the anatomy of a proof, exercises to help improve mathematical precision, and types of and ways of using logical frameworks. This provides a lot of the general background that makes the first article much more comprehensible.

https://sciencing.com/congruence-statement-7557531.html
Step by step how to for making proofs! Super easy to follow and a nice easy way into the labrynthine world of complex proofs.]]> 2020-04-27 17:39:37 UTC https://padlet.com/ksaucedo2021/xn4fd9vk2d484rvp/wish/534260596