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reorder some stuff.

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Peter 2021-07-10 03:05:05 +08:00
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commit 3058b24acb
2 changed files with 12 additions and 9 deletions
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.gitignore vendored
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*.ipynb
*.ignore
*.ignore
1011_potential.html

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maths/index.html
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<title>📝 Maths!</title>
<meta name="description" content="year 12 WACE specialist ATAR stuff">
<meta name="viewport" content="width=device-width">
<title>MathJax example</title>
<script>
MathJax = {
tex: { macros: {cis: "\\mathop{\\rm{cis}}\\nolimits"} },
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<body>
<h1>Hello!</h1>
Welcome to my math page.<br>
The content here will apply throughout the universe, because as far as I know, logic is the same everywhere. \(1+1\) does equal \(2\) whether you are in WA or on Mars. <br>
However, do take note that these ramblings are influenced by WACE curriculum.<br><br>
Also note that I'm writing these because I <b>want</b> to, not because I have to. So these pages will probably never cover the whole curriculum and they will probably be incomplete, only showcasing the most interesting or unique problems.<br>
Therefore, they are <b>not a textbook</b>.<br><br>
Random content from my math adventures (Both from WACE and now uni)<br>
<div class="card">
<div class="card-body">
Here is a list of pages:<br>
<b>Multivariable calc</b><br>
<del><a href="https://peter-tanner.github.io/maths/1011_potential.html">Scalar potential calculator \(\Psi(x,y,z)=?\)</a> <br></del>
Sorry I got lazy and it's not finished...
</div>
</div><br>
<div class="card">
<div class="card-body">
<div style="text-align:center">Knowledge from WACE</div>
<b>Year 12</b><br>
<a href="https://peter-tanner.github.io/maths/de moivre theorem.html">Polar form of complex number, De Moivre's theorem</a> <br>
<a href="https://peter-tanner.github.io/maths/cis notation rant.html">A little rant on why \(e^{\pi\theta}\) is superior to \(\cis(\theta)\). All my opinion only ⚠</a> <br>
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<a href="https://peter-tanner.github.io/maths/2.5d rotations.html">'2.5d' rotations using matrix transformations ⚠</a>
<br>
<br>
*<b></b><b>⚠: Read if only you're intrested!</b> Advanced or not useful content, but still relates (perhaps loosely) to the content.
*<b>⚠ Very losely related to the actual content...</b> Probably not useful.
</div>
</div>