An emf of 10 V is connected to a series RC circuit consisting of a resistor of 2.0 × 106 N and an initially uncharged capacitor of 3.0 µF. Find the time required for the charge on the capacitor to reach 90% of its final value.
Q: An emf of 10 V is connected to a series RC circuit consisting of a resistor of 1.90 ✕ 106 Ω and an…
A: The time constant of the circuit is τ=RC=1.9×106 Ω3.4×10-6F=6.46 s
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Q: A 1.40 M (ohms) Ω resistor is connected in series with a 1.80 uF capacitor and a 12.0 V battery.…
A: Solution:Given:R = resistance of resistor = 1.40 MΩ = 1.40 x 106 ΩC = capacitance of capacitor =…
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A: R1 = 6.6 Ω R2 = 4.9 Ω C = 13.4 μF Q = 17.1 μC
Q: An emf of 10 V is connected to a series RC circuit consisting of a resistor of 1.80 ✕ 106 Ω and an…
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A: Write the given values with the suitable variables. V0=12 VR=3.4 MΩ=3.4×106 Ωt=4 sV=3 V Here, V0, R,…
Q: At time t = 0, an RC circuit consists of a 17.0-V emf device, a 54.0-Q resistor, and a 152.0-μF…
A: ANSWER : ( a ) ANSWER : ( b ) Whent=0.5τ Whent=2τ Whent=4τ
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Q: Consider the circuit shown in the figure, with C, 7.42 µF and C, = 6.84 µF.
A: Given: Capacitor, C1 = 7.42 μF = 7.42 x 10-6 F Capacitor, C2 = 6.84 μF = 6.84 x 10-6 F…
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Q: An uncharged capacitor and a resistor are connected in series to a source of emf. If & = 12.00 V, C…
A: emf(E)=12 Vcapacitance(C)=15μF=15×10-6FResistance(R)=100 ohm
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