noun a mathematical function that is the reverse of the derivative of another function
In mathematics, an antiderivative is a function that is the reverse of the derivative of another function. It is used to find the original function when given its derivative.
In engineering, antiderivatives are used to analyze systems, model physical phenomena, and solve complex equations.
In computer science, antiderivatives are used in algorithms for numerical integration and optimization problems.
In physics, antiderivatives are used to calculate work, potential energy, and other physical quantities in terms of their derivatives.
In calculus, antiderivatives are used to find the area under a curve, solve differential equations, and evaluate integrals.
In mathematics, writers may use the concept of antiderivative when discussing calculus or mathematical analysis in their works.
Psychologists may encounter antiderivatives when studying cognitive processes and decision-making models that involve mathematical principles.
Engineers may use antiderivatives when working on problems related to dynamics, control systems, or signal processing in various engineering fields.
Physicists often use antiderivatives when solving problems in classical mechanics, electromagnetism, quantum mechanics, and other branches of physics.
Economists may use antiderivatives when analyzing economic models, forecasting trends, or studying optimization problems in economics.