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Physics: Calculate areas under curves to find distances or work done.
Economics: Use consumer and producer surplus to analyze market equilibrium.
Biology: Model population dynamics with logistic growth.
Engineering: Determine centroids and moments of inertia for complex shapes.

Welcome to Applications of Integrals!

Calculus is not just about solving equations. Integrals have a wide range of applications:

Visit our other resource pages for more practice and in-depth explanations!