True or false: Ampere's law (with displacement current) is one of Maxwell's Equations: a. True b. False, even the names are different

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2022-08-18

True or false: Ampere's law (with displacement current) is one of Maxwell's Equations:
a. True
b. False, even the names are different

Answer & Explanation

Erika Brady

Erika Brady

Beginner2022-08-19Added 19 answers

Maxwell’s Equations is a set of four equations which explains the electric magnetic field produced due to the distribution of current and electric charges and also provide an idea of how these field changes with time.
The four Maxwell’s Equations are as follows:
1)Gauss Law for electric field
2)Gauss Magnetism Law
3)Faraday’s Law
4)Ampere’s Law (with displacement current)
The Ampere’s Law (with displacement current) is the fourth equation of Maxwell’s Equations.
Hence, the statement “Ampere’s Law (with displacement current) is one of Maxwell’s Equations” is A. True.

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