Funciones derivables

"Funciones derivables" refers to differentiable functions, which are mathematical functions that have a defined derivative at every point in their domain. The derivative represents the function's rate of change, indicating how the output value responds to small changes in the input. If you imagine a smooth curve on a graph, a function is differentiable if you can draw a tangent line at any point on the curve without lifting your pencil. This concept is crucial in various fields, including physics, engineering, and economics, as it helps analyze trends, optimize outcomes, and understand dynamic systems.