So here I have the graphs of the two functions and the enclosed regions r and s. So the first thing they want us to figure out is find the sum of the areas of region r and s. So the sum of those areas, you could think about it, we're gonna go from x equals zero right over here to x equals two. So we're gonna take the integral from x equals, let me write this down, area of r plus s is equal to, let me write that a little bit neater. So the area of r plus s is going to be equal to, let's see, we can take the integral from x equals zero to x equals two, x equals zero to x equals two. And what are we going to integrate? Well, we're going to integrate the difference between the two functions and really the absolute value of the difference. Remember, we want the sums. We don't wanna have negative area here.