What is the differential equation whose solution is the voltage VR across a resistor in a RL series circuit where the source is V? L aVR a. V = VR + R dt R dVR b. V = VR + L dt c. V= VR + LR dVR dt d. V = VR + 1 dVR LR dt e. None of the above

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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What is the differential equation whose solution is the voltage Vg across a resistor in a RL series
circuit where the source is V?
L dVR
a. V = VR +
R dt
b. V = VR +
R dVR
L dt
c. V = VR + LR dVR
dt
d. V = VR +
1 dVR
LR dt
e. None of the above
Transcribed Image Text:What is the differential equation whose solution is the voltage Vg across a resistor in a RL series circuit where the source is V? L dVR a. V = VR + R dt b. V = VR + R dVR L dt c. V = VR + LR dVR dt d. V = VR + 1 dVR LR dt e. None of the above
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