chain rule
This term is a technical mathematical expression used exclusively within the field of calculus. It describes a specific procedure for differentiating composite functions, where one function is nested inside another. In a classroom or academic setting, it is treated as a foundational tool rather than a general rule of logic.
Because it refers to a specific mathematical theorem, it is typically used as a singular count noun in instructional contexts, though it remains a fixed compound term. It is rarely used outside of mathematics, physics, or engineering contexts.
Meanings
A formula for calculating the derivative of a composite function in calculus, stating that the derivative of f(g(x)) is f'(g(x)) multiplied by g'(x).
The student applied the chain rule to find the derivative of the complex trigonometric function.