Part I R, R2 R3 Cz Here, resistors have R1= 19kQ , R2 = 34KQ & R3=34kQ %3D resistances. And capacitances of the capacitors are C1= 44µF and C2 = 13µF. The emf of the battery is 9.0volts . 1. Find Equivalent resistance(Q) & Equivalent capacitance(F). Part II 2. Calculate the current(Amp) through an RC circuit at time t=8 milliseconds. If the emf, resistance and capacitance is given by E = 7 Volts, R = 33KQ, C = 2.2µC respectively. %3D
Part I R, R2 R3 Cz Here, resistors have R1= 19kQ , R2 = 34KQ & R3=34kQ %3D resistances. And capacitances of the capacitors are C1= 44µF and C2 = 13µF. The emf of the battery is 9.0volts . 1. Find Equivalent resistance(Q) & Equivalent capacitance(F). Part II 2. Calculate the current(Amp) through an RC circuit at time t=8 milliseconds. If the emf, resistance and capacitance is given by E = 7 Volts, R = 33KQ, C = 2.2µC respectively. %3D
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Use the following constants if necessary. Coulomb constant, k = 8.987×10^9 N⋅ m^2/C^2 . Vacuum permittivity, ϵ0 = 8.854×10^−12 F/m . Magnitude of the Charge of one electron, e = −1.60217662×10^−19 C . Mass of one electron, me = 9.10938356×10^−31 kg . Unless specified otherwise, each symbol carries their usual meaning. For example, μC means microcoulomb .
Transcribed Image Text:Part I
R,
R2
R3
m
Cz
3.
Here, resistors have R1= 19KQ , R2 = 34KQ & R3=34KO
resistances. And capacitances of the capacitors are C1= 44µF
and C2 = 13µF. The emf of the battery is 9.0volts .
%3D
1. Find Equivalent resistance(Q) & Equivalent capacitance(F).
Part II
2. Calculate the current(Amp) through an RC circuit at time t=8
milliseconds. If the emf, resistance and capacitance is given by
E = 7 Volts, R = 33kQ, C = 2.2µC respectively.
%3D
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