A cable of length L aligned with the x-axis carries a current I. It is in an unknown magnetic field B. The force produced by the field on the cable is: F₁ = 3Ĵ + 2k Now the cable is rotated so that it aligns with the y-axis, with everything else unchanged. The force is now F₂ = -3î - 2k Calculate B in terms of L and I.
A cable of length L aligned with the x-axis carries a current I. It is in an unknown magnetic field B. The force produced by the field on the cable is: F₁ = 3Ĵ + 2k Now the cable is rotated so that it aligns with the y-axis, with everything else unchanged. The force is now F₂ = -3î - 2k Calculate B in terms of L and I.
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![A cable of length L aligned with the x-axis carries a current I. It is in an unknown magnetic field B. The force produced by the field on the cable
is:
F₁ = 3j + 2k
Now the cable is rotated so that it aligns with the y-axis, with everything else unchanged. The force is now
F₂ = -3î - 2k
Calculate B in terms of L and I.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F3ef9e66d-4b8f-49ef-955b-9683128fda1f%2F47e77e46-45df-49bd-a6fa-0a3a2a5e1bb7%2Fry32waq_processed.png&w=3840&q=75)
Transcribed Image Text:A cable of length L aligned with the x-axis carries a current I. It is in an unknown magnetic field B. The force produced by the field on the cable
is:
F₁ = 3j + 2k
Now the cable is rotated so that it aligns with the y-axis, with everything else unchanged. The force is now
F₂ = -3î - 2k
Calculate B in terms of L and I.
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