![]() If P: y = f(x) and Q : y = g(x) and x1 and x2 are the two limits, The basic mathematical expression written to compute the area between two curves is as follows: Two functions are needed to determine the area, say f(x) and g(x), and the integral limits from 'a’ to ‘b’ (b should be >a) of the function, that acts as the bespoke of the curve.įormula to Find the Area between Two Curves ![]() In 2-D geometry, the area is a volume that describes the region occupied by the two-dimensional figure. You can figure out the area between two curves by calculating the difference between the definite integrals of two functions. The easiest way to think about the area between two curves: the area between the curves is the area below the upper curve minus the area underneath the lower curve.
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