It's likely to be a separable differential equation, and then once we find that solution, we just have to evaluate it at time T is equal to three. So let's rewrite the differential equation, and then let's try to evaluate. Let's see if we can find a solution, and then we'll evaluate. The derivative of G with respect to T is equal to the negative of G minus 27 to the 2 3rds power. So if this is going to be a separable differential equation, I want to separate the DG and the DT. So I'm gonna treat my differential like numbers, so, or variables. So I'm gonna multiply both sides times the T differential, and so then I'm going to have the capital G differential, DG is equal to negative times G minus 27 to the 2 3rds power DT, and the whole notion here, I'm trying to get all of the G things on the side with the DG, and then all of the things that involve T on the side with the DT.