👉 Separation math, also known as the Fundamental Theorem of Calculus, establishes a profound connection between differentiation and integration. It states that differentiation and integration are inverse processes: the derivative of an integral with respect to its upper limit is equal to the original function evaluated at that limit, and conversely, the integral of a derivative with respect to the variable is the original function plus a constant. This theorem allows us to compute definite integrals by finding antiderivatives (indefinite integrals) and then evaluating these antiderivatives at the bounds of integration, effectively separating the process of finding an area under a curve (integration) from finding rates of change (differentiation).
