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(Solved): A conducting wire loop with a square shape is lying on xy plane inside the circular region of radi ...



A conducting wire loop with a square shape is lying on xy plane inside the circular region of radius \( R \) of time-dependen

A conducting wire loop with a square shape is lying on xy plane inside the circular region of radius \( R \) of time-dependent magnetic field \( \mathbf{B}=\alpha t \hat{\mathbf{z}} \) (with \( \alpha \) a real positive number), as illustrated in the figure below. The wire has resistivity \( \rho \) and cross-sectional area \( A \). a. Determine the magnitude and the direction of the current flowing through the loop. b. Determine the potential difference between points a and \( e \). Which one has higher potent


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a) First we have to find the length of side of the square. Look at the figure below. aa2R Using Pythagoras's theorem, we can write a2+a2=(2R)2 ?a=2R
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