Consider \(\vec D = (10x{\hat a_x} - 4y{\hat a_y} + kz{\hat a_z}~)\frac{{\mu C}}{{{m^2}}}\) and \(\vec B = 2{\hat a_y}~mT\). To satisfy the Maxwell’s equation for region σ = 0 and ρv = 0, the value of k will be

Consider \(\vec D = (10x{\hat a_x} - 4y{\hat a_y} + kz{\hat a_z}~)\fr

1.	Consider \(\vec D = (10x{\hat a_x} - 4y{\hat a_y} + kz{\hat a_z}~)\frac{{\mu C}}{{{m^2}}}\) and \(\vec B = 2{\hat a_y}~mT\). To satisfy the Maxwell’s equation for region σ = 0 and ρv = 0, the value of k will be
A.	– 8 μC/m3
B.	– 6 μC/ m3
C.	– 4 μC/ m3
D.	– 2 μC/ m3
Answer» C. – 4 μC/ m3

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Consider \(\vec D = (10x{\hat a_x} - 4y{\hat a_y} + kz{\hat a_z}~)\frac{{\mu C}}{{{m^2}}}\) and \(\vec B = 2{\hat a_y}~mT\). To satisfy the Maxwell’s equation for region σ = 0 and ρv = 0, the value of k will be
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Consider \(\vec D = (10x{\hat a_x} - 4y{\hat a_y} + kz{\hat a_z}~)\frac{{\mu C}}{{{m^2}}}\) and \(\vec B = 2{\hat a_y}~mT\). To satisfy the Maxwell’s equation for region σ = 0 and ρv = 0, the value of k will be

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