MATH 2B Study Guide - Fall 2018 Midterm Notes - Geta (footwear)
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MATH 2B Full Course Notes
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What we want to do is take the integral, which would give us the area under the curve. However, if we were to take the integral of () or () only, you wouldn"t quite get the area highlighted in green that we want. Take the area of () () Because the area under the curve of () subtracted from the area under the curve of () would give us the desired area. In other words, the area between the curves is the area of the top curve minus the bottom curve. Find the area between = 2 and = 2. Firstly, we want to define the boundaries that we will take the area under. Find the intersection points of the two functions. Set the functions equal to each other to do so. We know that we can compile the new integral like so because from the graph, So we will take the integral from [0, 2]