And in general, if you have a symmetric distribution like this, the median will be right along that line of symmetry. Here we have a slightly more unusual distribution. This would be called a bimodal distribution, but you have two major lumps right over here. But it is symmetric, and that point of symmetry is right over here, and so this value, once again, would be the median. Another way to think about it is the area to the left of that value is equal to the area to the right of that value, making it the median. What if we're dealing with non-symmetric distributions? Well, we'd want to do the same principle.