with detailed solution

Given: region R bounded by y= 27, x = Jy and x = 0. ( see image below) 1.) Set- up a definite integral with respect to s that is equal to the area of R. [1 pt ] 2) Solve the area of R using the integral in item [1] [ 1.S pts ] 3) Set up a ( sum of ) definite integral (s) equal to the volume of the solid revolution generated by rotating R about the line x= 3 using Wacher's method [2, 5 pts ] (2, 4 ) (0,1 ) R (0,0 )