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- Find the area of one side of the “winding wall” standing orthogo-nally on the curve y = x2, 0 <=x <=2, and beneath the curve on the surface ƒ(x, y) = x + sqrt(y) .Please solve for the closed surface integral and then also solve the same integral using divergence theorem, thanks.Find the volume of the solid of revolution bounded by the circle (x)^2+(y)^2=36,and the lines x=0,x=4,about the x-axis.
- Suppose that a thin metal plate of area A and constant density doccupies a region R in the xy-plane, and let My be the plate’s momentabout the y-axis. Show that the plate’s moment about the linex = b is My - bδA if the plate lies to the right of the line, andSet up triple integral. Then, Draw the solid B with graph with number lines.Explain how to set up a surface integral given that you will project the surface onto the xz-plane.