Well, we can rewrite this in exponential form. We could say, we could write that e to the three x plus c is equal to the natural log of y. I could write the natural log of y is equal to e to the three x plus c. Now I could rewrite this as equal to e to the three x times e to the c. Now e to the c is just going to be some other arbitrary constant, which I could still denote by c. They're gonna be different values, but we're just trying to just get a sense of what the structure of this thing looks like. So we could say this is going to be some constant times e to the three x. So another way of thinking about it, saying the absolute value of y is equal to this, this isn't a function yet. We're trying to find a function solution to this differential equation. So this would tell us that either y is equal to c e to the three x or y is equal to negative c e to the three x. Well, we've kept it in general terms.