Let R be the region bounded by the graph of y = Ins: and the w-axis over the interval 1 S :1: 3 69. Let V be the solid generated by revolving this region around the y-axis. To find the volume of V using the method of shells, we need to evaluate the integral: i_i f ' d3 ii To find the volume of V using the method of washers, we need to evaluate the integral: Li / i w W Find f(x) if y = f(x) satisfies dy = 66ya 10 da and the y-intercept of the curve y = f(a) is 2. f (ac) = > Next