R ww i(t) Vs(t) + L + V₁(t) Given R=30, L=3H. Suppose all of the initial valuses are zero. Use v(t) as the unknown signal, the KCL equation of the above circuit is v(t)-v₁(t) = B v₂(t)dr A What is the value of A? Given R = 502, C=65 mF, and L-6 H in the equation v¸ (t)− v₁(t) = cv₁'(t) + — ƒ{ v₁(t)dr R 0 By applying Lapace transform to solve V1(s), we can have V₁(s) = Ks s² + As +B -Vs(s) What is the value of A?

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Publisher:Robert L. Boylestad
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R
ww
i(t)
Vs(t) +
L
+
V₁(t)
Given R=30, L=3H. Suppose all of the initial valuses are zero.
Use v(t) as the unknown signal, the KCL equation of the above circuit is
v(t)-v₁(t)
= B v₂(t)dr
A
What is the value of A?
Transcribed Image Text:R ww i(t) Vs(t) + L + V₁(t) Given R=30, L=3H. Suppose all of the initial valuses are zero. Use v(t) as the unknown signal, the KCL equation of the above circuit is v(t)-v₁(t) = B v₂(t)dr A What is the value of A?
Given R = 502, C=65 mF, and L-6 H in the equation
v¸ (t)− v₁(t) = cv₁'(t) + — ƒ{ v₁(t)dr
R
0
By applying Lapace transform to solve V1(s), we can have
V₁(s) =
Ks
s² + As +B
-Vs(s)
What is the value of A?
Transcribed Image Text:Given R = 502, C=65 mF, and L-6 H in the equation v¸ (t)− v₁(t) = cv₁'(t) + — ƒ{ v₁(t)dr R 0 By applying Lapace transform to solve V1(s), we can have V₁(s) = Ks s² + As +B -Vs(s) What is the value of A?
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