Area between Two Curves Formula
Let’s assume the two curves for which we need to calculate the area between them are f(x) and g(x) and for the required domain f(x) ≥ g(x). Then the formula for finding the area between two curves is given by:
[Tex]\bold{A = \int^{b}_a[f(x) – g(x)]dx} [/Tex]
Where,
- a and b are the limits of integration, which are the x-values where the curves intersect
- A is the area between both curves
Area Between Two Curves: Formula, Definition and Examples
Area Between Two Curves in Calculus is one of the applications of Integration. It helps us calculate the area bounded between two or more curves using the integration. As we know Integration in calculus is defined as the continuous summation of very small units. The topic “Area Between Two Curves” has applications in the various fields of engineering, physics, and economics.
Let’s know more about Area Between Two Curves in detail below.
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