Q2 (d): Maxwell's third and fourth equations for static fields in point form can be described in words as: * divergence of magnetic flux density vector equals to zero. curl of a magnetic field intensity vector equals to current density. curl of magnetic flux density vector equals to zero. divergence of a magnetic field intensity vector equals to current density.

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Q2 (d): Maxwell's third and fourth equations for static fields in point form
can be described in words as: *
divergence of magnetic flux density vector equals to zero.
curl of a magnetic field intensity vector equals to current density.
curl of magnetic flux density vector equals to zero.
divergence of a magnetic field intensity vector equals to current density.
Transcribed Image Text:Q2 (d): Maxwell's third and fourth equations for static fields in point form can be described in words as: * divergence of magnetic flux density vector equals to zero. curl of a magnetic field intensity vector equals to current density. curl of magnetic flux density vector equals to zero. divergence of a magnetic field intensity vector equals to current density.
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