The current in a coil changes according to the formula: I=0.5-0.2t where t is in seconds and I is in amperes. Experimental measurements show that a self- induced emf of 0.5 mV is produced across the terminals of the coil. What is the self-inductance of the coil? emf = 0.43 mV Correction: in H)

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Chapter14: Inductance
Section: Chapter Questions
Problem 28P: When the current in one coi1 changes at a rate of 5.6 A/s an emf of 6.3 × 10-3 is induced in a...
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The current in a coil changes according to the formula: I=0.5-0.2t where t
is in seconds and I is in amperes. Experimental measurements show that a self-
induced emf of 0.5 mV is produced across the terminals of the coil. What is the
self-inductance of the coil?
Correction: emf 0.43 mV
(in H)
OA:
7.164x10-4
OB:
8.382x10-4
OC:
OD:
9.806x10-4 1.147x10-3
OE:
1.342x10-3
OF:
1.571x10-3
OG:
1.838x10-3
OH:
2.150x10-3
Transcribed Image Text:The current in a coil changes according to the formula: I=0.5-0.2t where t is in seconds and I is in amperes. Experimental measurements show that a self- induced emf of 0.5 mV is produced across the terminals of the coil. What is the self-inductance of the coil? Correction: emf 0.43 mV (in H) OA: 7.164x10-4 OB: 8.382x10-4 OC: OD: 9.806x10-4 1.147x10-3 OE: 1.342x10-3 OF: 1.571x10-3 OG: 1.838x10-3 OH: 2.150x10-3
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