The Maxwell equation derived from Gauss's Law in magnetism isa) ∮ B → d s → = μ 0 I + ϵ 0 μ 0 d Φ E d t b) ∮ B → d A → = 0c) ∮ E → d A → = Q i n ϵ 0 d) ∮ E → d s → = − d Φ m d t

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The Maxwell equation derived from Gauss&#039;s Law in magnetism isa)   ∮            B      →                          d        s            →        =      μ    0    I  +      ϵ    0        μ    0              d              Φ        E                    d      t      b)   ∮            B      →                          d        A            →        =  0c)   ∮            E      →                          d        A            →        =            Q              i        n                    ϵ      0      d)   ∮            E      →                          d        s            →        =  −            d              Φ        m                    d      t

Brendon Bentley · Accepted Answer

According to Gauss`s law for magnetism the net magnetic flux through any closed surface is zeroSo,   Φ  =  ∮  d  ϕ  =  ∮            B      →        ⋅  d            A      →        =  0where,   ϕ=magnetic fluxB=magnetic fielddA= area elementHence option b is correctoption (a) is incorrect because it is ampere maxwell lawoption (c) is incorrect because it is Gauss`s law for electricity and option (d) is also incorrect because it is faraday`s law

The Maxwell equation derived from Gauss's Law in magnetism is a)oint vec(B) vec(ds)=mu_0 I+ epsilon_0 mu_0 (d Phi_E)/(dt) b)oint vec(B) vec(dA)=0 c)oint vec(E) vec(dA)=(Q_(in))/(epsilon_0) d)oint vec(E) vec(ds)=-(d Phi_m)/(dt)

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