A conducting coil, with current (t) = 5.60e -0.0250t sin(120tt), with i in amperes and t in seconds, is placed next to a second coil, end to

end. At t = 0.740 s, a lab tech measures the emf across the second coil, and the result is -3.70 V. What is the mutual inductance (in

mH) of the coils?

$A conducting coil, with current $ i(t)=5.60 e^{-0.0250 t} \sin (120 \pi t) $, with $ / $ in amperes and $ t $ in second$

Question

A conducting coil, with current (t) = 5.60e -0.0250t sin(120tt), with i in amperes and t in seconds, is placed next to a second coil, end to

end. At t = 0.740 s, a lab tech measures the emf across the second coil, and the result is -3.70 V. What is the mutual inductance (in

mH) of the coils?

$A conducting coil, with current $ i(t)=5.60 e^{-0.0250 t} \sin (120 \pi t) $, with $ / $ in amperes and $ t $ in second$

A conducting coil, with current

i (t) = 5.60 e^{? 0.0250 t} sin (120 ? t)

, with

/

in amperes and

t

in seconds, is placed next to a second coil, end to end. At

t = 0.7405

, a lab tech measures the emf across the second coil, and the result is

? 3.70 V

. What is the mutual inductance (in

mH)

of the coils? ? Apply the equation for mutual inductance. You will need to take the derivative of the current function,

mH

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Answer

Solution for - A conducting coil, with current (t) = 5.60e -0.0250t sin(120tt), with i in amperes and t in seconds,

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(Solved): A conducting coil, with current (t) = 5.60e -0.0250t sin(120tt), with i in amperes and t in seconds, ...