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Question 12

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A series circuit has a 0.1 henry inductor, a 310 ohm resistor, and a 0.000008 farad capacitor. There is an initial charge of 0.000003 coulombs, there is no initial current, and there is an applied voltage which is described as A series circuit has a 0.1 henry inductor, a 310 ohm resistor, and a 0.000008 farad capacitor. There is an initial charge of 0.000003 coulombs, there is no initial current, and there is an applied voltage which is described as . Identify the solution to the differential equation that describes the charge on the capacitor as a function of time. A) B) C) D) . Identify the solution to the differential equation that describes the charge on the capacitor as a function of time.


A) A series circuit has a 0.1 henry inductor, a 310 ohm resistor, and a 0.000008 farad capacitor. There is an initial charge of 0.000003 coulombs, there is no initial current, and there is an applied voltage which is described as . Identify the solution to the differential equation that describes the charge on the capacitor as a function of time. A) B) C) D)
B) A series circuit has a 0.1 henry inductor, a 310 ohm resistor, and a 0.000008 farad capacitor. There is an initial charge of 0.000003 coulombs, there is no initial current, and there is an applied voltage which is described as . Identify the solution to the differential equation that describes the charge on the capacitor as a function of time. A) B) C) D)
C) A series circuit has a 0.1 henry inductor, a 310 ohm resistor, and a 0.000008 farad capacitor. There is an initial charge of 0.000003 coulombs, there is no initial current, and there is an applied voltage which is described as . Identify the solution to the differential equation that describes the charge on the capacitor as a function of time. A) B) C) D)
D) A series circuit has a 0.1 henry inductor, a 310 ohm resistor, and a 0.000008 farad capacitor. There is an initial charge of 0.000003 coulombs, there is no initial current, and there is an applied voltage which is described as . Identify the solution to the differential equation that describes the charge on the capacitor as a function of time. A) B) C) D)

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