All right, so I'm gonna actually clear that out, and I'm gonna define this whole expression as y one. So I am going to take the absolute value, so let me see where the absolute value, it's been a little while since I last used one of these. So, actually maybe it's math, math number, oh there you go, absolute value. So it's the absolute value of one plus x plus second e to the, and then we have x squared minus two x, and then close that parentheses, and then you have minus x to the fourth power plus 6.5 times x squared minus six times x minus two, and then we have to close the parentheses around the absolute value. All right, so we've inputted y one, and so now let's go over here, and now let's evaluate this definite integral. So we go to math, and we scroll down to definite for function integral, so click on that, and we're gonna use y one, so we go to variables, we go to the right to go to y variables, it's a function variable that we just defined, and so we select y one, that's what we just inputted. Our variable of integration is x, and our bounds of integration, well, we're gonna go from x equals zero to x equals two, so we go from zero to two, and then we let the calculator munch on it a little bit, and we get, it's taking some time to calculate, it's still munching on it.