Q2//A// Find v, for the circuit in Fig.3 using superposition 24V 201 6V 71 5A Fig.3

Q: Q2//A// Find v, for the circuit in Fig.3 using superposition 24V 20 1 6V SA Fig.3

A:

Q: V?- In the circuit of fig. find the value of supply voltage V so that 200 resistor can dissipate…

A:

Q: 4 kQ 10 kO 6 kN 8 kN 2 k. Vo 6 V

A:

Q: Q2: Find Thevenin's equivalent across terminals a and b in the circuit of Fig. (1). ting the…

A:

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

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

Q: C- For the circuit shown, find the value of the R such that it absorbs 5 W only. 42 v, V. (20v

A:

Q: R un R R m. R 24V R R R Find Is, Ir. at I,

A: The solution can be achieved as follows.

Q: Q2/A// Find v, for the circuit in Fig.3 using superposition 24V $20n 6V 70 5A Fig.3

A:

Q: Using the superposition theorem, find the current I through the 4 2 reactance (X,2 ) in Fig. below:

A: To solve above problem, one should know about superposition theorem. It states that in any linear…

Q: Determine I , and V, for the series de configuration of Fig. R, E, = 10 VoW 4.7 ka Si R2 22 ka v: Ez…

A:

Q: For the given series parallel circuit shown in fig. 2 Find 11, 12, 13, 14, 15 V1,V2, V3,V4, & V5 R1…

A: We need to find out the current and voltage for given circuit

Q: Vị - Ri 12 Q + 2v1 +

A:

Q: 1. Comment on your results. 2. Compare between the practical and theoretical results. 3. Find VB, Ve…

A:

Q: 102 12V 15 82

A: Given

Q: Q4: Find Vx in the network in fig.(4) using mesh (loop) analysis. 1202 M m 30v Fig.4 ≤lov 4VX + vx≤4

A:

Q: Q2/ Using Thevenin's theorem, find V, in the circuit of Fig.below. [10 M] 3i, 3H ww ele 10 cos i V…

A:

Q: tind the Part for fig? 252

A:

Q: Determine the values of i2, 14, V2, V3. and V6 in Fig.(2). 12 A 14 " JA Fig(2)

A: In this question we need to find unknown voltage and current shown in the circuit.

Q: Q2:Find i, in the circuit of Fig. below using superposition. 20

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

Q: Determine the Thévenin equivalent circuit (Rh and Eh) for the network external to the terminal a and…

A: Given circuit,

Q: Using the superposition theorem, find vo in the circuit in Fig 1 3Ω 5Ω 2Ω 8 A 20 V Fig.1

A:

Q: 1)Considering the circuit in Fig. 1, assume that input voltage (Vin) is last two digit of student…

A: VL is 100 V and Io is 25 mA

Q: For the circuit in Fig. 2: 1. Draw the equivalent circuit using hybrid model. 2. Draw the equivalent…

A:

Q: Obtain v. in the circuit of Fig. below using Superposition theorem.

A: Given:

Q: v*-9V 100A (b) Consider the circuit shown in Fig.(6-b). The current gain for the npn transistor is…

A: NPN transistor consists of three layers  is made of two N layers with one single Player. they are…

Q: Q3/ Find Reg in the fig. 4 4Ω 3Ω 4Ω Rea 6Ω 4Ω :5Ω 3Ω 3Ω ww

A: Given :    In the above question there asking the equivalent impedance Req.   First of all we have…

Q: R R 12V RL 1V 3V

A: Here i have derived the thevenin equivalent circuit and found the value of R.

Q: V+ DC (6 amps) 8 ohms 4 ohms 15 ww 6 ohms 117 5 volts W 2 ohms 10 volts 1 ohm # 15 volts 3 ohms 5…

A:

Q: look to the figure MEDIA Find i and V, in the circuit of Fig 100 25 a 15 V 202 S 30 n Sv 60 E 圣 200

A:

Q: Fig(2) 5. What must be the value of R in fig.(3) for no current in the 52 resistor ? ations 12V

A:

Q: Q4) For the circuit in Fig. 4, use nodal analysis to obtain i₁, ₂ and i

A: In this questions, we need to calculate the given current by nodal analysis. The given circuit is

Q: Q2/ Find v and i for the circuit shown in Fig. 2 using nodal analysis. 3 V

A: The solution can be achieved as follows.

KVL and KCL

KVL stands for Kirchhoff voltage law. KVL states that the total voltage drops around the loop in any closed electric circuit is equal to the sum of total voltage drop in the same closed loop.

Sign Convention

Science and technology incorporate some ideas and techniques of their own to understand a system skilfully and easily. These techniques are called conventions. For example: Sign conventions of mirrors are used to understand the phenomenon of reflection and refraction in an easier way.