Area under curves and definite integrals from "summary" of Differential Calculus by S Balachandra Rao
The concept of finding the area under curves using definite integrals is a fundamental topic in calculus. When we have a function that represents a curve on a graph, we can calculate the area under that curve by using definite integrals. Definite integrals are a way of finding the exact area under a curve between two specific points on the x-axis. By defining the limits of integration, we can determine the exact area enclosed by the curve and the x-axis within those limits. To find the area under a curve using definite integrals, we first need to set up the integral with the function that represents the curve. We then define the limi...
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