Let R be the shaded region bounded between the curves y = x^1/2 (equivalently y^2 = x) and 2y=x (equivalently y = x/2). Using the Disk/Washer Method, set up (but do NOT evaluate) the integral(s) needed to compute the volume of the solid V formed when rotating R around the horizontal line y = -1

1/2 (6) (12 pts) Let R be the shaded region bounded between the curves 3; = a: (equivalently y? = x) and Jyzacq'fequivalently y : 2:"). Using the Disk/Washer Method, set up (but do NOT evaluate) the i11tegral(s) needed to compute the volume of the solid V formed when rotating R around the horizontal line 3; = 1_ 3' Do NOT Evaluate. No absolute values