対たい数すう微び分ぶん法ほう

noun

logarithmic differentiation

A calculus technique where one takes the natural logarithm of both sides of an equation and then differentiates, often used for functions with variable exponents or complex products.

• 対たい数すう微び分ぶん法ほうを使つかうと、x^x の導どう関かん数すうが簡かん単たんに求もとめられる。

  Using logarithmic differentiation, the derivative of x^x can be found easily.