A current sheet →J=10^uyA/m lies on the dielectric interface x = 0 b

1.	A current sheet →J=10^uyA/m lies on the dielectric interface x = 0 between two dielectric media with εr1=1,μr1=1 in Region -1 (x < 0) and εr2=2,μr2=2 in Region-2 (x > 0). If the magneitc field in Region-1 at x = 0+ is →H1=3^ux+30^uyA/m, the magnetic field in Region-2 at x=0+ is
Answer» A current sheet $\to J = 10 {^u}_{y} A / m$ lies on the dielectric interface x = 0 between two dielectric media with $ε_{r_{1}} = 1, μ_{r_{1}} = 1$ in Region -1 (x < 0) and $ε_{r_{2}} = 2, μ_{r_{2}} = 2$ in Region-2 (x > 0). If the magneitc field in Region-1 at x = $0^{+}$ is ${\to H}_{1} = 3 {^u}_{x} + 30 {^u}_{y} A / m,$ the magnetic field in Region-2 at $x = 0^{+}$ is

A current sheet →J=10^uyA/m lies on the dielectric interface x = 0 between two dielectric media with εr1=1,μr1=1 in Region -1 (x < 0) and εr2=2,μr2=2 in Region-2 (x > 0). If the magneitc field in Region-1 at x = 0+ is →H1=3^ux+30^uyA/m, the magnetic field in Region-2 at x=0+ is

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A current sheet

$\to J = 10 {^u}_{y} A / m$ lies on the dielectric interface x = 0 between two dielectric media with

$ε_{r_{1}} = 1, μ_{r_{1}} = 1$ in Region -1 (x < 0) and $ε_{r_{2}} = 2, μ_{r_{2}} = 2$ in Region-2 (x > 0). If the magneitc field in Region-1 at x = $0^{+}$ is ${\to H}_{1} = 3 {^u}_{x} + 30 {^u}_{y} A / m,$ the magnetic field in Region-2 at $x = 0^{+}$ is

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A current sheet →J=10^uyA/m lies on the dielectric interface x = 0 between two dielectric media with εr1=1,μr1=1 in Region -1 (x &lt; 0) and εr2=2,μr2=2 in Region-2 (x &gt; 0). If the magneitc field in Region-1 at x = 0+ is →H1=3^ux+30^uyA/m, the magnetic field in Region-2 at x=0+ is

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A current sheet →J=10^uyA/m lies on the dielectric interface x = 0 between two dielectric media with εr1=1,μr1=1 in Region -1 (x < 0) and εr2=2,μr2=2 in Region-2 (x > 0). If the magneitc field in Region-1 at x = 0+ is →H1=3^ux+30^uyA/m, the magnetic field in Region-2 at x=0+ is