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Peter 2020-11-21 16:50:15 +08:00
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index.html
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<a href="https://atar-wace-archive.github.io/">https://atar-wace-archive.github.io/</a><br>
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Maths page - specialist and methods ramblings<br>
<a href="https://atar-wace-archive.github.io/math">https://atar-wace-archive.github.io/math</a><br>
<a href="https://npc-strider.github.io/math">https://atar-wace-archive.github.io/math</a><br>
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Programming ramblings - do not expect clean code here!<br>
<a href="https://atar-wace-archive.github.io/code">https://atar-wace-archive.github.io/code</a><br>
<a href="https://npc-strider.github.io/code">https://atar-wace-archive.github.io/code</a><br>
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math/index.html
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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. For instance, we don't get taught Euler's formula \(e^{i\theta}=\cos(\theta)+i \sin(\theta)\). Instead, we get taught the rarer \(\cis(\theta)=\cos(\theta)+i \sin(\theta)\)<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. Therefore, they are <b>not a guide or textbook</b>.<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. Therefore, they are <b>not a textbook</b>.<br><br>
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Here is a list of pages:<br>