Question

In which one of Maxwell's Equations was symmetry most important in suggesting changes to the equation?

Answer 1

Answer:

The first equation

∫E→⋅dA→=q/ε0.

Explanation:

Which represents completely covering the surface with a large number of tiny patches having areas dA→. We represent these small areas as vectors pointing outwards, because we can then take the dot product with the electric field to select the component of that field pointing perpendicularly outwards (it would count negatively if the field were pointing inwards)—this is the only component of the field that contributes to actual flow across the surface.

Answer 2

Maxwell Equation derivation is known to composed of four equations. In Ampere-Maxwell law of Maxwell's Equations was symmetry most important in suggesting changes to the equation

• Maxwell was known to be the one who stated the electromagnetic theory, and he also created the kinetic theory of gases  which has played a vital role in contributing to the knowledge of color vision.

The fourth equation is known to be the Ampere’s law which is said to be in symmetric formulation that using input other source of magnetism leading to a change in the electric fields.

See full question below

In which one of Maxwell's Equations was symmetry most important in suggesting changes to the equation?

A :  Faraday's law.

B :  Gauss' law for magnetic fields.

C :  Gauss' law for electric fields.

D : Ampere-Maxwell law.

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