A uniform spherical volume charge distribution of radius \(2\) m, centered at the origin, has a strength of \(\frac{3}{\pi}\times10^{-6}\) C/m\(^3\). A point charge of strength \(\pi\times8.854\times10^{-12}\) C is moved from \((-3,0,-4)\) to \((0,0,4)\) in Cartesian coordinate system. The relative permittivity of the medium is \(1\) and the coordinate values are in meters.
The work done during the process is \(\mu\)J (round off to two decimal places).