EMF = Vo = 6 volts. and C = 5 μF  Calculate the theoretical value of the capacitor’s voltage during charging at t=RC for the 100 kΩ resistor. Use equation 4.

Physics for Scientists and Engineers, Technology Update (No access codes included)
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Author:Raymond A. Serway, John W. Jewett
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Chapter28: Direct-current Circuits
Section: Chapter Questions
Problem 28.55AP: For the circuit shown in Figure P28.55. the ideal voltmeter reads 6.00 V and the ideal ammeter reads...
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EMF = Vo = 6 volts. and C = 5 μF 

Calculate the theoretical value of the capacitor’s voltage during charging at t=RC for the
100 kΩ resistor. Use equation 4. 

 

 

Remembering that V = q/C, and letting EMF = Vo, we have an expression for the voltage across
the capacitor at any arbitrary time t:
V = V,*(1 - e-URC))
eq. 4
Transcribed Image Text:Remembering that V = q/C, and letting EMF = Vo, we have an expression for the voltage across the capacitor at any arbitrary time t: V = V,*(1 - e-URC)) eq. 4
Data:
Resistor (r)
Capacitor (c)
Input Vo (V)
Time (s)
Capacitor Voltage (V)
Voltage Resistor
Vcap+Vres
T=RC
100k ohms
5 µF
6 Volts
0.5 s
3.67 Volts
2.323 Volts
5.99 Volts
1.835
Transcribed Image Text:Data: Resistor (r) Capacitor (c) Input Vo (V) Time (s) Capacitor Voltage (V) Voltage Resistor Vcap+Vres T=RC 100k ohms 5 µF 6 Volts 0.5 s 3.67 Volts 2.323 Volts 5.99 Volts 1.835
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