Applications of integrals are found in many areas of mathematics, physics, engineering, and economics. In mathematics, integrals are used to find areas, volumes, lengths of curves, and centers of mass. In physics, integrals are used to find the work done by a force, the position of a particle moving under a force, and the electric field of a charged object. In engineering, integrals are used to design and analyze bridges, buildings, and other structures. In economics, integrals are used to find the total cost of production, the total revenue from sales, and the profit or loss of a business.
The integral of x^2 is
Which of the following is not an application of integrals: finding the area under a curve, finding the volume of a solid of revolution, finding the slope of a tangent line, or finding the velocity of an object?
The integral of sin(x) is
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