The capacitor stores 79.2 mJ of energy after a Voat = 10.0 V battery has been connected to the circuit for a long time. R. Then, the capacitor discharges half of this stored energy in R, bat exactly 1.28 s when the battery is removed and replaced by a RI = 1.10 x 10³ Q load. C, Determine the value of the capacitance C¡ in microfarads and resistance Rj in ohms.
The capacitor stores 79.2 mJ of energy after a Voat = 10.0 V battery has been connected to the circuit for a long time. R. Then, the capacitor discharges half of this stored energy in R, bat exactly 1.28 s when the battery is removed and replaced by a RI = 1.10 x 10³ Q load. C, Determine the value of the capacitance C¡ in microfarads and resistance Rj in ohms.
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A small circuit consists of a resistor in series with a capacitor, as shown.
The capacitor stores 79.2 mJ of energy after a ?bat=10.0 V battery has been connected to the circuit for a long time. Then, the capacitor discharges half of this stored energy in exactly1.28 s when the battery is removed and replaced by a ??=1.10×10^3 Ω load.
Determine the value of the capacitance C1 in microfarads and resistance R1 in ohms.
Please solve for both C1 and R1, thanks!
Transcribed Image Text:A small circuit consists of a resistor in series with a capacitor, as shown.
The capacitor stores 79.2 mJ of energy after a Vbat = 10.0 V
500
R
battery has been connected to the circuit for a long time.
Then, the capacitor discharges half of this stored energy in
R,
V.
bat
exactly 1.28 s when the battery is removed and replaced by a
R1, = 1.10 x 103 load.
C,
Determine the value of the capacitance C¡ in microfarads
and resistance R, in ohms.
C| =
HF
R| =
Ω
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