In the drawing below a wire is looped as shown -- note that the wire crosses over top of itself with out contacting itself. The resistance of the wire is 4.7 ohms and the large loop has a side length of 19 cm, while the smaller loop is half that size. We assume that the magnetic field starts at a strength of B = 0.5 T and increases at a rate of 0.27 T/s. If we define current going clockwise around the top loop as positive, and counter clockwise as negative, what is the current in the wire in milli-amps? Give your answer to 3 significant digits.

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Chapter1: Units, Trigonometry. And Vectors
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In the drawing below a wire is looped as shown
-- note that the wire crosses over top of itself with
out contacting itself. The resistance of the wire is 4.7 ohms and the large loop has a side length of
19 cm, while the smaller loop is half that size. We assume that the magnetic field starts at a strength
of B = 0.5 T and increases at a rate of 0.27 T/s. If we define current going clockwise around the top
loop as positive, and counter clockwise as negative, what is the current in the wire in milli-amps?
Give your answer to 3 significant digits.
Transcribed Image Text:In the drawing below a wire is looped as shown -- note that the wire crosses over top of itself with out contacting itself. The resistance of the wire is 4.7 ohms and the large loop has a side length of 19 cm, while the smaller loop is half that size. We assume that the magnetic field starts at a strength of B = 0.5 T and increases at a rate of 0.27 T/s. If we define current going clockwise around the top loop as positive, and counter clockwise as negative, what is the current in the wire in milli-amps? Give your answer to 3 significant digits.
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