# Find area between curves

Step 1. Find the 𝑥 – coordinates of intersection of the curves The two equations can be solved simultaneously by setting Step 2. Integrate the upper curve minus the lower curve in each

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Step 1: Draw given curves \ (y=f (x)\) and \ (y=g (x).\) Step 2: Draw the vertical lines \ (x=a\) and \ (x=b.\) Step 3: Identify the region included between the curves and vertical lines

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So in every case we saw, if we're talking about an interval where f of x is greater than g of x, the area between the curves is just the definite integral over that interval of f of x minus g of x dx. Creative Commons Attribution/Non

## 6.1: Areas between Curves Get arithmetic support online

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