The current passing through the resistor 40 when t<0 is * lov # tzo 42 um q 0.02f 323 862 ३०.5M

Q: 1. find re 16 V 2 ko 500 ko RB C2 B = 176 ro = ∞ RE1 = 600 N RE2 = 400 0 10 µF

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Q: 20.0 L RA R2 = 30.0 S2 R3 40, 0 E Rz 10.0 H %3D Cy cm pere ? at t 20.3S afer suitch is closed

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Q: – E RT 64 V R₁ Μ 12 Ω R2₂ Μ 6Ω R3 + 12 Ω V3

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Q: R= 60 X = 80 I= 20A 200V Figure 1

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Q: j17 - j25 -jX j7 loll 25 jX 32

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Q: 5V |1 R₁ 2 ΚΩ IA V 1 12 Piz 6 ΚΩ 13 R3 Μ 1 ΚΩ IB + 0.0005V, A Figure 2 Ic 2 14 RA 10 ΚΩ RL

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Q: choose the correct answer.

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Q: + VA - RA 3.6 N + + RT 16.8 V 3N Vc Rc E

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Q: Determine Zeg and I, in the following circuit. 4Ω I, 2Ω -j2 N j6 Q elll 60Z30° V 8 Ω 10 Ω Leq

A: The solution is given below

Q: Determine Rs in the circuit. Express your answer in ohms. 12 V Ic Rc Vc =6 V VCE B= 80 I3= 40 µA

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Q: The current readout of milliammeters F and G will be as follows. mA mA R, = 5Ω B F Dị mA Aị mA R3 10…

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Q: 9 12 V Rp 2 kQ RG 10 MQ 1 µF D ID(om) = 6 mA Vas (on) = 8 V Vasm) = 3 V G 1 µF

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Q: 15 V -10 V OKOHM з конм Zo Z in alpha - 0.998 V in lo ro = 1M ohm Iin V out

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Q: If C₁and C₂are replaced with a value of 0.15 µF instead of 0.015 pF, the number of poles will Vin R1…

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Q: R1 Σ 10 ΚΩ R2 Μ HI Vcc = 10 v Rc 1 ΚΩ HI RE 560Ω

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Q: B = 0.25 T to the right l = 2 m i = 1.5 A Figure 2(c)

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Q: 0.3 For the following figure, find Va when V= 2V. R2 C1 6ka 10uF R1 V1 w 12ko R3 741 100ka 741 Vout

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Q: What type of signal does the circuit in Figure 6 produce? Determine the frequency of the output.

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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.