On this problem, we need to figure out how to get rid of the complex fraction. So if we have 9 square roots of X + 1 / X to the 9th all divided by 8 X -6, if I multiply the top and the bottom by X to the 9th over X to the 9th, I get 9. Remember, square root of X is really just X to the half. So 9X to the half, X to the 9th plus one all over, 8X to the 10th -6 X to the 9th. When I multiply that X to the half, X to the 9th, we add exponents. So 9X to the 9 1/2 + 1 / 8, X to the 10th -6 X to the 9th. The degree on the bottom is bigger, so we have a horizontal asymptote at y = 0. So if we thought about this graph when we were getting way out to Infinity for X, our Y would be going to 0. So our answer for this problem is 0.