The task is attached in the photo

1. Consider the solid of revolution formed by the function f(:r) : 3:2 + 2x rotated about the line g(x) : .7: for 0 5 :1: g 1. We will approximate the volume of the solid by slicing the solid perpendicular to g(:i:) into 11 pieces with uniform thickness. ark1 9:; ark 1 Write a Riemann sum that approximates the volume of the solid of revolution. Be explicit about how you do this, including any notation you introduce