📐 Suma de Riemann → Integral: De la aproximación al área exacta bajo la curva. ¿Cómo pasamos de sumar rectángulos a calcular el área exacta bajo una función? La Suma de Riemann aproxima el área usando rectángulos, y al tomar el límite cuando el ancho de estos tiende a cero, obtenemos la Integral Definida. 🔹 Fórmula clave: Suma = Σ f(xᵢ) · Δx Integral = ∫ₐᵇ f(x) dx 🔹 Aplicaciones directas: · Cálculo de áreas, volúmenes y trabajo en física. · Modelado de acumulaciones en economía e ingeniería.
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