Faraday’s law of electromagnetic induction is mathematically described by which one of the following equations?

\(\vec \nabla \times {\rm{\vec H}} = {\rm{\sigma \vec E}} + \frac{{\partial {\rm{\vec D}}}}{{\partial {\rm{t}}}}\)

\(\vec \nabla \cdot {\rm{\vec B}} = 0\)

\(\vec \nabla \cdot {\rm{\vec D}} = {\rm{\rho v}}\)

\(\vec \nabla \times {\rm{\vec E}} = - \frac{{\partial {\rm{\vec B}}}}{{\partial {\rm{t}}}}\)

Faraday’s law of electromagnetic induction is mathematically describ

1.	Faraday’s law of electromagnetic induction is mathematically described by which one of the following equations?
A.	\(\vec \nabla \cdot {\rm{\vec B}} = 0\)
B.	\(\vec \nabla \cdot {\rm{\vec D}} = {\rm{\rho v}}\)
C.	\(\vec \nabla \times {\rm{\vec E}} = - \frac{{\partial {\rm{\vec B}}}}{{\partial {\rm{t}}}}\)
D.	\(\vec \nabla \times {\rm{\vec H}} = {\rm{\sigma \vec E}} + \frac{{\partial {\rm{\vec D}}}}{{\partial {\rm{t}}}}\)
Answer» D. \(\vec \nabla \times {\rm{\vec H}} = {\rm{\sigma \vec E}} + \frac{{\partial {\rm{\vec D}}}}{{\partial {\rm{t}}}}\)