The radius of a coil with N=121 turns is given as r=9.3cm. The coil is paralel...

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The radius of a coil with N=121 turns is given as r=9.3cm. The coil is paralel to xy-plane and the center of the coil is located at the origin. A resistance of R=2163 Q is connected to the ends of the coil. If the magnetic flux density is B=cos(wt) (0.29e, +1.75e, +1.01e,) (T,Wb/m2) and angular frequency is w=5371 rad/sn, calculate the maximum (peak) value of the current [A] at the circuit. (Ignore the resistance and inductance of the coil) V tums Tolerance +0.01A nominal Answer: The radius of a coil with N=121 turns is given as r=9.3cm. The coil is paralel to xy-plane and the center of the coil is located at the origin. A resistance of R=2163 Q is connected to the ends of the coil. If the magnetic flux density is B=cos(wt) (0.29e, +1.75e, +1.01e,) (T,Wb/m2) and angular frequency is w=5371 rad/sn, calculate the maximum (peak) value of the current [A] at the circuit. (Ignore the resistance and inductance of the coil) V tums Tolerance +0.01A nominal Answer: