Question 4. Determine v(t) for t> 0 for the circuit shown in Figure 4. i(t) - v,(t) + 0.1 H 6u(t) + 10 V 0.625 F + v(t) Figure 4

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Q: dt R4. You do not need the values for the inductors and capacito di? dr? dt L1 R2 F V1 R3 -6u(t) :2Ω

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Q: 4. The switch in the given figure opens at t=0. Find Vo for t>0? * 2 k2 t = 0 + 6 V Vo 4 kQ 3 mF H

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Q: Question 5 Solve the following differential equation: d²x dx +4+6x=12; x(0)=0, x'(0) = 0 dt² dt

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Q: assume that input voltage Vin=54. Find voltage on capacitor (Vc(t)) for t 0 in the circuit. Please…

A: Vin=54 V For t<0, VA-Vin40+VA80=2ii=VA80VA-5440+VA80=2×VA80VA-5440=VA80VA-54=0.5VA0.5VA=54VA=108…

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Q: 4. (2,0) Para o circuito mostrado na Figura, encontre i para t>0s se em t 0 s a cha acionada para a…

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Q: >=0.. +12V 200 www 600 mF 20 ㅏ t=0 e^(-4t) 2H 80 ww 24V

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Q: In the given circuit, find ix() for t> 0. Let R₁ = R2 = 2 k0, R3 = 2 kn, and C= 0.25 mF. 30 mA t=0…

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Q: Consider the circuit below with i(t) = 80 sin(20t) mA for t> 0 and i(t) = 0 for t<0. C1-400 uF. C…

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Q: The switch in the following circuit opens at t = 0. Find v0 for all t > 0

A: In this question, The switch in the following circuit opens at t = 0. Find Vo  for all t &gt; 0

Norton Theorem

In the current circuit law, the Norton theorem (also known as the Mayer-Norton theorem) is a simplification that can be applied to networks generated by a constant line of opposition, power sources, and current assets. In two network terminals, it can be switched on with a current supply and single resistor respectively.