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integrals...area under the curve?
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Formulating the area under a curve is the first step toward developing the concept of the integral. The area under the curve formed by plotting function f(x) as a function of x can be approximated by drawing rectangles of finite width and height f equal to the value of the function at the center of the interval. If the width of the rectangles is made smaller, then the number N is larger and the approximation of the area is better.
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