Find the volume of the solid of revolution obtained by rotating the region bounded by the curves y = √√x-2 and y = 0 and x = 6 about the y axis. 1. The integral expressing the volume using the shell method is: • A. 2π • B. 2π • C. 2π √² (x+2) (√x− 2) dx fox (√x − 2) dx So² (x+2) D. None of these ⚫ E. 2π (√x− 2) dx = √° x ( √x − 2) dx 2. The integral expressing the volume using the washer method is: • A. None of these • B. лf² (36-(y²+2)²)dy π • С. л (36-(y²+2))dy • D. π (36—(y+2)²)dy E. π (36-(y²+2)²)dy