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@@ -30,7 +30,7 @@ var Explanation = React.createClass({
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some other value, using some kind of number manipulation:</p>
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<LaTeX>\[
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f(x) = \sin(x)
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f(x) = \cos(x)
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\]</LaTeX>
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<p>The notation <i>f(x)</i> is the standard way to show that it's a function (by convention
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@@ -41,8 +41,8 @@ var Explanation = React.createClass({
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Let's take the following two functions:</p>
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<LaTeX>\[\begin{matrix}
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f(a) = \sin(a) \\
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f(b) = \cos(b)
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f(a) = \cos(a) \\
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f(b) = \sin(b)
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\end{matrix}\]</LaTeX>
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<p>There's nothing really remarkable about them, they're just a sine and cosine function,
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@@ -53,8 +53,8 @@ var Explanation = React.createClass({
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<LaTeX>\[
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\left \{ \begin{matrix}
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f_a(t) = \sin(t) \\
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f_b(t) = \cos(t)
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f_a(t) = \cos(t) \\
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f_b(t) = \sin(t)
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\end{matrix} \right. \]</LaTeX>
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<p>Multiple functions, but only one variable. If we change the value for <i>t</i>,
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@@ -65,8 +65,8 @@ var Explanation = React.createClass({
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<LaTeX>\[
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\left \{ \begin{matrix}
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x = \sin(t) \\
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y = \cos(t)
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x = \cos(t) \\
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y = \sin(t)
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\end{matrix} \right. \]</LaTeX>
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<p>There we go. <i>x</i>/<i>y</i> coordinates, linked through some mystery value <i>t</i>.</p>
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