"5.35 The plane boundary defined by z = 0 separates air from a block of iron. If B = x4- ŷ6 + 28 in air (z > 0), find B2 in iron (z < 0), given that u = 5000µo for iron.
"5.35 The plane boundary defined by z = 0 separates air from a block of iron. If B = x4- ŷ6 + 28 in air (z > 0), find B2 in iron (z < 0), given that u = 5000µo for iron.
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5.35 The plane boundary defined by z = 0 separates air from
a block of iron. If B, = x4- ŷ6 + 28 in air (z 0), find B2 in
iron (z < 0), given that u
5000µo for iron.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6e3992ca-2280-40ba-b65a-68dc98c03d5d%2Ff6db6ac5-6d7c-477c-96f5-bb24d3243282%2Fx2ustri_processed.jpeg&w=3840&q=75)
Transcribed Image Text:netics.pdf
303 / 530
100%
回の
280
5.35 The plane boundary defined by z = 0 separates air from
a block of iron. If B, = x4- ŷ6 + 28 in air (z 0), find B2 in
iron (z < 0), given that u
5000µo for iron.
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