The derivative of secant refers to the rate at which the secant function changes with respect to its input variable. In calculus, understanding how to find the derivative of secant is crucial as it relates to the broader category of derivatives of trigonometric functions. The secant function, represented as $$ ext{sec}(x)$$, is defined as the reciprocal of cosine, and its derivative reveals important characteristics about the behavior and properties of trigonometric functions in calculus.
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