logarithmic differentiation
... that logarithmic differentiation is a technique used in differential calculus to differentiate complicated functions by taking the natural logarithm of both sides of the equation y = f ( x ) {\displaystyle y=f(x)} ?
... that <b id="mwDYI"><a href="./Logarithmic_differentiation" id="mwDYM" rel="mw:WikiLink" title="Logarithmic differentiation">logarithmic differentiation</a></b> is a technique used in <a href="./Differential_calculus" id="mwDYQ" rel="mw:WikiLink" title="Differential calculus">differential calculus</a> to <a href="./Derivative" id="mwDYU" rel="mw:WikiLink" title="Derivative">differentiate</a> complicated <a href="./Function_(mathematics)" id="mwDYY" rel="mw:WikiLink" title="Function (mathematics)">functions</a> by taking the <a href="./Natural_logarithm" id="mwDYc" rel="mw:WikiLink" title="Natural logarithm">natural logarithm</a> of both sides of the <a href="./Equation" id="mwDYg" rel="mw:WikiLink" title="Equation">equation</a> <span about="#mwt40" class="mwe-math-element" data-mw='{"name":"math","attrs":{},"body":{"extsrc":"y=f(x)"}}' id="mwDYk" typeof="mw:Extension/math"><span class="mwe-math-mathml-inline mwe-math-mathml-a11y" style="display: none;"><math alttext="{\displaystyle y=f(x)}" xmlns="http://www.w3.org/1998/Math/MathML">
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