👉 Integrals are mathematical functions that calculate the area under a curve. They can be used to find the work done by an object moving in a force field, or they can be used to integrate over a function to find its value at a given point. In calculus, integrals are one of the most fundamental concepts in mathematics and physics, and their study continues to evolve with new techniques and applications.
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What is the definition of Integrals? 🙋
👉 An integral is a mathematical function that represents the area under or between curves. It involves integration, which is the reverse process of differentiation. The goal of integration is to find the area enclosed by a curve, and it is often used in physics, engineering, and other fields where there are functions that cannot be directly evaluated. For example, consider the integral of y^2 from 0 to 1: ∫y^2 dy = (1/3)y^3 |_0^1
