B A conducting loop of wire of radius 5.30 cm and resistance 0.100 2, lies within a uniform magnetic field directed into the page, as shown in the figure above. At t= Os, the magnetic field decreases exponentially so that B(t) = Boe a where B,= 2.00 T and a = 2.30 s. The current induced in the loop creates a new magnetic field. What is the magnitude of this new induced magnetic field after time t= 8.00 s? xx

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Chapter1: Units, Trigonometry. And Vectors
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A conducting loop of wire of radius 5.30 cm and resistance 0.100 S2, lies within a uniform magnetic field directed into the
page, as shown in the figure above. At t= Os, the magnetic field decreases expoñentially so that B(t) = Boe a where Bo =
!3!
2.00 T and a = 2.30 s. The current induced in the loop creates a new magnetic field. What is the magnitude of this new
induced magnetic field after time t= 8.00 s?
Transcribed Image Text:B A conducting loop of wire of radius 5.30 cm and resistance 0.100 S2, lies within a uniform magnetic field directed into the page, as shown in the figure above. At t= Os, the magnetic field decreases expoñentially so that B(t) = Boe a where Bo = !3! 2.00 T and a = 2.30 s. The current induced in the loop creates a new magnetic field. What is the magnitude of this new induced magnetic field after time t= 8.00 s?
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