се free space.

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3- The interface between two regions is defined by the equation
x+y+z=1-
Assume the region containing the origin is free space where
5₁ = 2a²x - 5ay + 4 az ~C/m², In the #other region E=3€;
a- Find D₂ and E₂
b- Find the angle that B₂ makes with the normal to the
boundary.
Transcribed Image Text:3- The interface between two regions is defined by the equation x+y+z=1- Assume the region containing the origin is free space where 5₁ = 2a²x - 5ay + 4 az ~C/m², In the #other region E=3€; a- Find D₂ and E₂ b- Find the angle that B₂ makes with the normal to the boundary.
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