Spherical Volume

Related BrainMass Solutions

• Deriving the volume element in spherical coordinates

  206571 Deriving the volume element in spherical coordinates A differential of volume is given by: dV = r^2*sin(theta)*dr*d(theta)*d(phi) can you derive this for me i.e. using a differential of volume and spherical coordinates show how this equation

• Calculation of volume by integration

  78429 Calculation of volume by integration Let Q be the sphere: X^2 + Y^2 + Z^2 = a^2 a) Use CYLINDRICAL coordinates to set up the integral to calculate the volume of Q b) Use SPHERICAL coordinates to set up the integral to calculate the volume

• Volume of a Sphere : Normalized Volume of Spherical Band

  The normalized volume of a spherical band is found. The soluton is detailed and well-presented.

• Triple Integrals : Volume of a Solid in Spherical Coordinates

  78440 Triple Integrals : Volume of a Solid in Spherical Coordinates Consider the solid inside the surface X^2 + Y^2 +Z^2 = 9 and outside the surface X^2 +Y^2 +Z^2 = 1 a) Use SPHERICAL coordinates to to write the integral to calculate the volume of

• Cylindrical and spherical coordinates

  This shows ow to set up an integral for volume using cylindrical and spherical coordinates.

• Spherical coordinates and integral for volume

  77194 Spherical Coordinates and Integral for Volume Please give me a detailed solution to the attached problem. Please see the attached file. This solution shows how to use spherical coordinates to write an integral for volume.

• E-field of a spherical shell with uniform volume charge

  Figure 23-51 shows a spherical shell with uniform volume charge density rho = 1.84 nC/m3, inner radius a = 10.0 cm, and out radius b = 2.00a.

• Absolute maximum and the absolute minimum, derivatives and logarithmic differentiation.

  volume of Q can be calculated by For the sphere of (assume ) The polar angle is measured down from the z axis, so So the volume of sphere is (c) Using the spherical coordinates, the volume of the sphere is Absolute maximum and

• Use spherical coordinate to find the volume of the solid

  The solution calculates the volume of the solid under the spherical coordinate.