3) (6 points) We have two loops. Loop A has radius 1.5m and Loop B has radius 0.02m. Loop B sits in the very center of L
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3) (6 points) We have two loops. Loop A has radius 1.5m and Loop B has radius 0.02m. Loop B sits in the very center of L
3) (6 points) We have two loops. Loop A has radius 1.5m and Loop B has radius 0.02m. Loop B sits in the very center of Loop A in the same plane. A current, I runs through Loop A. Loop A Loop B d 1A A. What is the mutual inductance between the two loops? Because Loop B is so small compared to A, assume that the magnetic field inside Loop B is uniform, and given by B = HOLA 2RA B. Is there any way you could change the orientation of Loop B to decrease the mutual inductance? Explain your reasoning.
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