b) Do the following fields satisfy all four Maxwell's equations? E(t)=E_(0)sin x sin t , B(t)=B_(0)cos x cos t
∇E⃗=ρε0,\nabla \vec E=\frac \rho{ \varepsilon_0},∇E=ε0ρ,
∇B⃗=0,\nabla \vec B=0,∇B=0,
∇×E⃗=−∂B⃗∂t,\nabla×\vec E=-\frac{\partial \vec B}{\partial t},∇×E=−∂t∂B,
∇×B⃗=μ0(J⃗+ε0∂E⃗∂t).\nabla×\vec B=\mu_0(\vec J+\varepsilon_0\frac{\partial \vec E}{\partial t}).∇×B=μ0(J+ε0∂t∂E).
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