Now we can, or actually just to simplify, or just to make it a little bit more obvious, I could write that as negative one DT, and now we just have to integrate both sides. So we could rewrite this as, let me write an integral sign. I'm going to integrate, I'm going to integrate both sides here, and so what is this going to give me? Well on the left side here, you could try to do some U substitution, saying U is equal to G minus 27, and then DU would be DG, or you might recognize that look, the derivative of G minus 27 is just DG. The derivative of G minus 27 is just going to be equal to one so you could even say, look I have the derivative there, so I could really integrate with respect to G minus 27. And so really I would just use the reverse power rule. I would take my G minus 27, I would increment this exponent by one, so let's see negative 2 3rds plus one is positive 1 3rd, so positive 1 3rd power, and then I would divide by this new exponent, so dividing by 1 3rd is the same thing as multiplying by three, so that's the left hand side.