Consider an infinitely long straight wire carrying a current that varies with time according to l(t) = a t, where a = 38 A/s. Recall that wires such as these create a magnetic field of size: HoI B(r) = 2ar Next to the wire is a rectangular loop of wire with 253 turns of width 75 m and height 3.7 m. The part of the loop that is closest to the wire is 0.2 m away from it. The scenario is shown below: XX XX XX XX Calculate the magnitude of the induced EMF in the loop, in V.
Consider an infinitely long straight wire carrying a current that varies with time according to l(t) = a t, where a = 38 A/s. Recall that wires such as these create a magnetic field of size: HoI B(r) = 2ar Next to the wire is a rectangular loop of wire with 253 turns of width 75 m and height 3.7 m. The part of the loop that is closest to the wire is 0.2 m away from it. The scenario is shown below: XX XX XX XX Calculate the magnitude of the induced EMF in the loop, in V.
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(Please answer to the fourth decimal place - i.e 14.3225)
![Consider an infinitely long straight wire carrying a current
that varies with time according to l(t) = a t, where a = 38
A/s. Recall that wires such as these create a magnetic field
of size:
HoI
B(r) =
2ar
Next to the wire is a rectangular loop of wire with 253 turns
of width 75 m and height 3.7 m. The part of the loop that is
closest to the wire is 0.2 m away from it. The scenario is
shown below:
XX XX
XXXX
Calculate the magnitude of the induced EMF in the loop, in
V.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F021aca7b-3c6d-4d3c-bfc7-736350e47cc8%2Fbd003051-9d6f-47e9-a61e-ff6cbd25130e%2F697e7ut_processed.png&w=3840&q=75)
Transcribed Image Text:Consider an infinitely long straight wire carrying a current
that varies with time according to l(t) = a t, where a = 38
A/s. Recall that wires such as these create a magnetic field
of size:
HoI
B(r) =
2ar
Next to the wire is a rectangular loop of wire with 253 turns
of width 75 m and height 3.7 m. The part of the loop that is
closest to the wire is 0.2 m away from it. The scenario is
shown below:
XX XX
XXXX
Calculate the magnitude of the induced EMF in the loop, in
V.
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