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* PUSH NOTE : My Unit Circle.md

* PUSH ATTACHMENT : unit circle.svg

* PUSH ATTACHMENT : shorthand 2.svg

* PUSH ATTACHMENT : Drawing 2024-03-03 17.16.01.svg

* PUSH NOTE : Trigonometry Landing.md

* PUSH NOTE : Math Landing.md

* PUSH NOTE : ∆-Landing.md
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bluerosegarden authored Mar 4, 2024
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21 changes: 21 additions & 0 deletions content/Excalidraw/Drawing 2024-03-03 17.16.01.svg
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2 changes: 0 additions & 2 deletions content/Learning/Math/Math Landing.md
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Expand Up @@ -23,5 +23,3 @@ These are going to be all of my notes on math, ones that work specifically for m
- [[Logarithms|Logarithms]]
- [[Trigonometry Landing|Trigonometry Landing]]



14 changes: 14 additions & 0 deletions content/Learning/Math/Trigonometry/My Unit Circle.md
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publish: true
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In preparation for my first Trigonometry test, I decided to create my own unit circle using Affinity Designer (Well, penpot at first until I ran into performance issues)

I did this in order to discover any patterns, and to better understand it before I try to create a shorthand version.
![[unit circle.svg|unit circle.svg]]
After creating this, I recognized a pattern that I think can be best described with this reference I created

![[shorthand 2.svg|shorthand 2.svg]]
Which I will reduce down to this when I write this when using the Unit circle

![[Drawing 2024-03-03 17.16.01.excalidraw|Drawing 2024-03-03 17.16.01.excalidraw]]
1 change: 1 addition & 0 deletions content/Learning/Math/Trigonometry/Trigonometry Landing.md
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Expand Up @@ -8,6 +8,7 @@ title: ✿ Trigonometry Landing
## Path forks
- [[Creating Trigonometry SVGs with Latex|Creating Trigonometry SVGs with Latex]]
- [[Latex Code for Trigonometry diagrams|Latex Code for Trigonometry diagrams]]
- [[My Unit Circle|My Unit Circle]]

## Glossary
### Sides of triangle
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2 changes: 1 addition & 1 deletion content/index.md
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Expand Up @@ -8,7 +8,7 @@ Welcome to my digital garden: The Flowerbed. A multi layered and sporadically gr

If you've never heard of a digital garden before, check out [[digital garden resources|this page]] for links to articles and resources.

This is not going to be a orderly and finely maintained wiki, far from it. This is going to be a constantly shifting and changing place, with some paths being pristine and lovingly poliahed, and others being covered in cobwebs and dust. Despite my best intentions, the information therein will always be somewhere within the spectrum of correct and incorrect. If there is anything glaringly wrong, *please* email me at [[email protected]](mailto:[email protected]) and I will address it as soon as I can.
This is not going to be a orderly and finely maintained wiki, far from it. This is going to be a constantly shifting and changing place, with some paths being pristine and lovingly polished, and others being covered in cobwebs and dust. Despite my best intentions, the information therein will always be somewhere within the spectrum of correct and incorrect. If there is anything glaringly wrong, *please* email me at [[email protected]](mailto:[email protected]) and I will address it as soon as I can.

Now go forth and explore some of the winding paths that lay before you. Use the graph at the bottom of the page as your map, and the back links to discover alternate paths and little tucked away corners that pocket this place.

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