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The intersection of four infinite planes results in a regular tetahedron with edge a=50cm, the planes that form the lateral faces of the tetahedron have uniform surface charge densities of σ₁ = 24nC/m² as long as the horizontal plane of its base σ₂ = 6nc/m². Find the electrical energy contained in the volume of the tetrahedron.

The intersection of four infinite planes results in a regular tetahedron with edge a=50cm, the planes that form the lateral faces of the tetahedron have uniform surface charge densities of σ₁ = 24nC/m² as long as the horizontal plane of its base σ₂ = 6nc/m². Find the electrical energy contained in the volume of the tetrahedron.

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The intersection of four infinite planes results in a regular tetahedron with edge a=50cm, the planes that form the lateral faces of the tetahedron have uniform surface charge densities of σ₁ = 24nC/m² as long as the horizontal plane of its base σ₂ = 6nc/m². Find the electrical energy contained in the volume of the tetrahedron.
Transcribed Image Text:The intersection of four infinite planes results in a regular tetahedron with edge a=50cm, the planes that form the lateral faces of the tetahedron have uniform surface charge densities of σ₁ = 24nC/m² as long as the horizontal plane of its base σ₂ = 6nc/m². Find the electrical energy contained in the volume of the tetrahedron.
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