If this number is really small, let's say that this is larger, let's say that our denominator is larger, that means that our variation within each sample makes up more of the total variation than our variation between the samples. So that means that our variation within each of these samples is a bigger percentage of the total variation versus the variation between the samples. So that would make us believe that, hey, any difference that we actually see in the means is probably just random. And that would make it maybe a little harder to reject our null hypothesis. So let's just actually calculate it for this. So in this case, our sum of squares between, we calculated over here was 24, and we had 2 degrees of freedom, and our sum of squares within was 6, and we had how many degrees of freedom? Our degrees of freedom there were also 6, 6 degrees of freedom right over there.