1. The problem statement, all variables and given/known data Find the volume of the solid generated by revolving the region bounded by y=1/sqrt(x) and y=0 for 1≤x≤2 about the line y=-1 2. Relevant equations Disk Method? ∏ * ∫[f(x)]^2 dx 3. The attempt at a solution A and B (lower and upper limits will be 1 and 2)? ∏ * ∫(1/sqrt(x)^2 dx ∏ * ∫1/x dx ∏ * ln x Since limits are 2 and 1, my final answer is: ∏ * ln 2 Is this right? Thanks.