updated math syntax
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@@ -46,6 +46,7 @@ Theorem:
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\]
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\]
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## Lagrange Multipliers
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## Lagrange Multipliers
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-----------------------
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Theorem:
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Theorem:
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\[
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\[
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@@ -61,3 +62,4 @@ To find absolute extremas using lagrange multipliers:
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- Determine \(x\) and \(y\) for each case of \(\lambda\).
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- Determine \(x\) and \(y\) for each case of \(\lambda\).
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5. Evaluate the points \((x,y)\) you've found in \(f(x,y)\). The largest value is the absolute maximum. The smallest value is the absolute minimum.
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5. Evaluate the points \((x,y)\) you've found in \(f(x,y)\). The largest value is the absolute maximum. The smallest value is the absolute minimum.
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@@ -13,6 +13,6 @@ title = 'My New Hugo Site'
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enable = true
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enable = true
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[markup.goldmark.extensions.passthrough.delimiters]
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[markup.goldmark.extensions.passthrough.delimiters]
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block = [['\[', '\]'], ['$$', '$$']]
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block = [['\[', '\]'], ['$$', '$$']]
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inline = [['\(', '\)']]
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inline = [['\(', '\)'], ['$', '$']]
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[params]
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[params]
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math = true
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math = true
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@@ -4,7 +4,7 @@
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MathJax = {
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MathJax = {
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tex: {
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tex: {
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displayMath: [['\\[', '\\]'], ['$$', '$$']], // block
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displayMath: [['\\[', '\\]'], ['$$', '$$']], // block
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inlineMath: [['\\(', '\\)']] // inline
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inlineMath: [['\\(', '\\)'], ['$', '$']] // inline
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},
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},
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loader:{
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loader:{
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load: ['ui/safe']
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load: ['ui/safe']
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