An LRC-series circuit has the following parameters L = 1/2 h, R = 30, C = 1/1700 f. Find the charge q = q(t) on the capacitor if E(t) = 170V , q(0) = 5.1 C and q0(0) = 0. Please find q(t) by using the Laplace transformation. What is the steady-state current of this circuit?
An LRC-series circuit has the following parameters L = 1/2 h, R = 30, C = 1/1700 f. Find the charge q = q(t) on the capacitor if E(t) = 170V , q(0) = 5.1 C and q0(0) = 0. Please find q(t) by using the Laplace transformation. What is the steady-state current of this circuit?
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An LRC-series circuit has the following parameters L = 1/2 h, R = 30,
C = 1/1700 f. Find the charge q = q(t) on the capacitor if E(t) = 170V , q(0) = 5.1 C and q0(0) = 0. Please find q(t) by using the Laplace transformation.
What is the steady-state current of this circuit?
![### Problem 12
An \(LRC\)-series circuit has the following parameters:
- \(L = 1/2\, h\)
- \(R = 30\, \Omega\)
- \(C = \frac{1}{1700}\, f\)
Find the charge \(q = q(t)\) on the capacitor if \(E(t) \equiv 170\, V\), \(q(0) = 5.1\, C\) and \(q'(0) = 0\).
Please use **two ways** to find \(q(t)\):](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa061449e-1e75-4fa5-9e02-82a00bd019ab%2F7e1158dd-ac55-4d06-9890-6ad514ffe409%2F4p49y8.png&w=3840&q=75)
Transcribed Image Text:### Problem 12
An \(LRC\)-series circuit has the following parameters:
- \(L = 1/2\, h\)
- \(R = 30\, \Omega\)
- \(C = \frac{1}{1700}\, f\)
Find the charge \(q = q(t)\) on the capacitor if \(E(t) \equiv 170\, V\), \(q(0) = 5.1\, C\) and \(q'(0) = 0\).
Please use **two ways** to find \(q(t)\):
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