Home work :5 Find I, in the circuit in Fig. 4 kN 6 kN 4 kN 3 kM 12 kN 12 mA

Q: Using loop analysis, find V, in the circuit in Fig. 1 kn 1 kn 1 kn 31 kn 2V 12V -+) 2 kn 4 mA 32 kn…

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Q: Find lo in the network shown. 1 kQ 10 kQ 2 k2 6 k2 4 kQ 12 V 4 kQ 6 kO 3 kQ Select one:

A: we need to find current Io

Q: s0 Fig.4 Q6. Determine the current i3 in amperes in the circuit in Fig.4

A: As per policy I have to do the first one only, On solving the third branch,…

Q: T6 V T4 V 10 Ω. 3Ω Fig. 2.116 ww

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Q: Using loop analysis, find V, in the circuit in Fig. 1 kn 1 kn 31 kn 2V3 1 kn 12 V 2 kn 4 mA 2 kn 2…

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Q: Q1/ Using superposition, find the current / through the 52 V in Fig.1 E₁+30V R₁ 1202 R₁ 100 52 V F…

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Q: Q4: Find the current in the (2002) resistor by using thevnin theorem? 100, 10 50 20 G 10 V E

A: Given circuit in question is, Thevenin theorem can be used to find current in 20 ohm resister.

Q: Rea The equivalent resistance.6 : of the circuit in Fig. below is 2 ΚΩ 3 ΚΩ 3 ΚΩ (a) 4k O (b) 5 k Ο…

A: Given circuit,

Q: Find the Values of R, and R. R1 470 Q R2 1.0 kN V R4 65 V 120 V R3 30 V

A: The circuit can be defined as

Q: Problem (4):- P.to Calculat the value of voltage across (2.42) for fig. shown by using Nortons…

A: PRESENCE OF SOURCE: In the presence of sources all the passive elements which are R, L and C always…

Q: Q2/ Find the Norton equivalent of the circuit in Fig. 2 32 ww o a 15 V 4 A 6Ω

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Q: The variable resistor (RL) in the circuit in Fig. below is adjusted for maximum power transfer to R:…

A: Replace RLby 1A current source, So equivalent resistance will be.Rth=V1Rth=VΩ Apply Nodal Analysis…

Q: 04. Find the total resistance for the configuration in Fig. 4 R, 20 Rr R2 20 R3 R

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Q: R R2 1.0 kN 330 N Rs 1.0 kf2 R6 1.5 kfN 470 N Vs 100 V R7 680 N 560 N Rg 100 2

A: Referring to the given circuit, the resistor R5 and R6 are connected in parallel and their…

Q: Practice Problem 1 For the circuit in Fig find v, when i, = 30 and i, = 45 A. %3D Answer: 40 V, 60…

A: For this problem we can easily calculate Vo by using current division rule and ohms law.

Q: H.W 6: Find the o/p of cct. 9 kN 1 k2 2 k2 3 k2 Fig. 1.11 8.

A: In this question,  We need to determine the output voltage Vo.  We are solved this problem using the…

Q: Q2: Find the equivalent Resistance between a and b 30 Ω 40 Ω 8Ω a 20 Ω 60 Ω 6Ω 10 Ω 50 Ω 4Ω bo ww 70…

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Q: 1. Use Kirchhoff's laws to find the current flowing in the 60 resistor of Fig. and the power…

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Q: Q4/ Use Thevenin's_theorm, to calculate the current (1) in (150) resistor shown in fig. (2) r1 Ohm…

A: Thevenin Theorem:- Thevenin theorem is an important tool to solve large and complex electrical…

Q: Find lo in the circuit shown. 8 kQ 120 mA 4 k2 4 k2

A: Resistors 8kΩ and 4kΩ are in series. So the total resistance in the second branch will be- (8+4) kΩ…

Q: 17. Given the information provided in Fig. 4.126, determine: a. Ic. b. VE c. Vg. d. R1.

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Q: Q4: Find the current (i) in the network in fig.(4) Rz RI loc

A: According to KCL , sum of the entering currents into the node is equal to sum of the leaving…

Q: Compute for the voltage Vabin the circuit shown below RS w- 2 Ohms R3 ww S Ohms R1 R2 4 Ohms 8 Ohms…

A: Resistance opposes the flow of current. The resistance of element having voltage V across  it  and…

Q: o 20 V 1.1 ka 330 kQ 91 ka B 160 VD Dss = 6 mA Vp = -6 V VG %3D 18 k2 1.2 ka

A: From diagram, using voltage division rule calculate the gate voltage VG by substituting the values…

Q: Find RAB in the network shown. 6 k2 AO 6 kQ 2 k2 RAB 6 k2 BO Select one: Oa. 18 K

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Q: Q2/ Find the Norton equivalent of the circuit in Fig. 2 ww 4 A 62 9어

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Q: 4.70 In the circuit shown in the image below, if Rx= 25 Q, R1 = 37 0, and 1 = 3.5 A, determine the…

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Q: Using loop analysis, find V, in the circuit in Fig. 1 kn 1 kn 1 kn 2V3 12 V 2 kn 2 kn 2 kn3 Vx 1 kn…

A: Given, we need to find Vo using loop Analysis in the circuit

Q: Q8 27 V www www 50 80 For the circuit shown above, the power absorbed by the 5 2 resistor is (a) 15…

A: Given:

Q: Q3: Find current and voltage in the circuit shown in Fig. а + 4S ЗА 0.5i, (4 Vo

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Q: Q1. Connect the circuit shown in Fig. I and measure: A. The Current through the 5 Q resistor. B. The…

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Q: Q3 Compute the power absorbed by the 10 Q resistor using Thevenin's equivalent circuit 10

A: Given

Q: Given the following measureme when vd = 1 mV vo1 = x mV; when vc = 1 mV vo2 = y µV %3D

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Q: (A):For the circuit shown in fig.(1), Find R 102 ww ww 32 www 120 ww ww ww

A: According to question w ehave ton calculate the value pf Rab

Q: Find I, in the circuit in Fig.. 4 k2 4 k2 $ 2 kn 24 V 2 kn 6 V

A: We will apply KCL at node , using ohms law we will write equation in terms of node voltage than…

Q: Find the resistance for the circuit shown in Fig. 4.42 ww

A: The solution can be achieved as follows.

Q: I Iska + + + Vs -12 V 1k2 5k2 VA10k2 C

A: Given circuit

Q: Q4: Determine Rxy and Ryz in Fig(4) y.

A: If two resistors are connected in series then its equivalent resistance is sum of the individual…

Q: Q2/ Refer to the circuit in Fig. Find V (t) for t>0 6 A 4 3 mF 20 Ω 10 H

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Q: Q5/ Find io and v, in the circuit shown in Fig. 6. Calculate the power dissipated in the 3-…

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Q: : Find the current (i) in the network in fig.(4) Ri (D12omA Rz

A: Answer : 12mA

Q: Q2/ Find the Norton equivalent of the circuit in Fig. 2 ww ww o a 15 V 4 A 62

A: Norton theorem states that any linear network with multiple number of sources and multiple…

Q: 2.17 Find V, in the network in Fig. E2.17. 20 kN 40 kN 12 V (+ 30 k2 20 k2 Vo

A: KVL (Kirchhoff's Voltage Law) states that the algebraic sum of all voltages in a closed loop is…

Q: Q3:Compute the power absorbed by the 10 0 resistor using Thevenin's equivalent circuit. 20

A: ELECTRICAL NETWORK: When addressing a circuit problem or constructing a balanced circuit, the word…

Q: HW16 5.13 Find v, and i, in the circuit of Fig. 5.52. 10 kQ 1V 100 k2 90 k2 10 k2 50 kQ

A: We have to use virtual ground concept to find V0 and I0.

Q: Calculate the value of Rg in the circuit shown below if R1 = 5 kƆ, 400 Q, R2 = 40 kN, and R3 = 10 N.…

A: For a balanced bridge, R1Rx = R2R3 Rx = (R2R3)/ R1

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.