What is the current in a wire loop of resistance 16 Ω through which the magnetic flux changes from zero to 84 Wb in 3 s?
Resistance of circuit (R)=16Ω
"Time (t)= 3\\times 10^{-3} \\;sec"
As we know that, emf is given as-
"e=\\frac{d\u03d5}{dt}=\\frac{84-0}{3\\times10^{-3}}=28\\times10^3\\;V"
Therefore,
Current passing through the circuit is-
"I=\\frac{e}{R}=\\frac{28\\times10^3}{16}=1750\\;A"
"q=I\\times t=1750\\times 3\\times 10^{-3}=5.250 \\;C"
Hence the charge passed through the circuit during the given time is 5.25 C.
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