Disk or Shell Method : Volume of a Solid Revolution

Related BrainMass Solutions

• Volume

  214483 Volume Formula Solid Spheres See attached The volume of a solid sphere of radius r is given by the equation V=(4/3)pir^2. Derive this equation by using either the disk or shell method for finding the volume of a solid of revolution.

• Volume of Solids of Revolution

  One of the question you provided does not contain full data. But I have given the general method to solve it. Thank you for using Brainmass. In the following posting, volumes of solids of revolution are found using the disk and shell methods.

• Finding the Volume of Revolution Using the Shell Method : y=9x/√(x³+9) ; the x-axis ; x= 3

  65494 Finding the Volume of Revolution Using the Shell Method Using the shell method, find the volume of a solid generated by revolving about the y axis.

• Use the cylindrical shell method to find volume of solid of revolution.

  The cylindrical shell method is used to find the volume of a solid of revolution.

• Volume of a Solid of Revolution by Shell Method

  76830 Volume of a Solid of Revolution by Shell Method Approximate the volume of the solid generated by revolving region formed by the curve y=x^2, x-axis and the line x=2.

• Washer and shell methods

  This shows how to use both washer and shell methods to find the volume of a given solid.

• volume of solid revolution by shell method

  The solution shows how to calculate the volume of solid revolution about line x = 2 by cylindrical shell method.

• Finding volume bounded by given curves

  Compute the volume of the solid formed by revolving the region bounded by about (a) the x-axis; (b) y = 4. (a) (b) 20. Compute the volume of the solid formed by revolving the region bounded by and about (a) the y-axis; (b) x = 1.

• Volume of a Solid of Revolution : Method of Cylindrical Shells

  The volume of a solid of revolution is found using the cylindrical shell method.