An ac generator with a total resistance of $12 \Omega$ contains 100 flat loops of wire, each with an area of $0.090 \mathrm {~m} ^ { 2 }$. The loops rotate at $60 \mathrm { rev } / \mathrm { s }$ in a magnetic field of magnitude $0.50 \mathrm {~T}$. What is the maximum possible induced current?
A) $0.28 \mathrm { kA }$
B) $23 \mathrm {~A}$
C) $0.14 \mathrm { kA }$
D) $46 \mathrm {~A}$

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The Answer of An ac generator with a total resistance of $12 \Omega$ contains 100 flat loops of wire, each with an area of $0.090 \mathrm {~m} ^ { 2 }$. The loops rotate at $60 \mathrm { rev } / \mathrm { s }$ in a magnetic field of magnitude $0.50 \mathrm {~T}$. What is the maximum possible induced current?
A) $0.28 \mathrm { kA }$
B) $23 \mathrm {~A}$
C) $0.14 \mathrm { kA }$
D) $46 \mathrm {~A}$

An Ac Generator with a Total Resistance Of 12Ω12 \Omega12Ω Contains 100 Flat Loops of Wire, Each with an Area

An Ac Generator with a Total Resistance Of $12 \Omega$ Contains 100 Flat Loops of Wire, Each with an Area