The magnetic flux through a circuit of resistance `R` changes by an amount `Deltaphi` in a time `Deltat`. Then the total quantity of electric charge `Q` that passes any point in the circuit during the time `Deltat` is represent byA. `Q=(Deltaphi)/R`B. `Q=(Deltaphi)/(Deltat)`C. `Q=R.(Deltaphi)/(Deltat) `D. `Q=1/R. (Deltaphi)/(Delta t)`

The magnetic flux through a circuit of resistance `R` changes by an am

1.	The magnetic flux through a circuit of resistance `R` changes by an amount `Deltaphi` in a time `Deltat`. Then the total quantity of electric charge `Q` that passes any point in the circuit during the time `Deltat` is represent byA. `Q=(Deltaphi)/R`B. `Q=(Deltaphi)/(Deltat)`C. `Q=R.(Deltaphi)/(Deltat) `D. `Q=1/R. (Deltaphi)/(Delta t)`
Answer» Correct Answer - A `I=e/R=I/R((Deltaphi)/(Deltat))=(DeltaQ)/(Deltat) rArr Q = (Deltaphi)/R`

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