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- Instruction: Compute for the values of currents using Kirchhoff’s Current Law to complete the table below. REFER FROM CIRCUIT 1. For the measured values, respectively are: IT=1.29mA Node A: I15k= 0.60mA | I10k=0.69mAUsing Circuit Analysis answer the ff. 1. If R = 1kohm, what is the equivalent resistance (in kohm) seen from the source? Note: Do not round-off intermediate answers; express the final answer in three decimal places. 2.If v_s is 21 V, what is the power (in mW) delivered by this source? Note: Do not round-off intermediate answers; express the final answer in two decimal places.Use R1 = 330Ω, R2 = R3 = 1kΩ Construct the circuit below using Proteus Simulation Software and measure the current that flows through each resistor using a dc ammeter. Does your observation agree with the Kirchhoff Current Law?
- A 2 wire d.c. ring distributor is fed at A with 220 V. The various loads are 10A at B, 20A at C,30A at D and 10A at E. The resistances of the sections AB, BC, DC, DE and EA are 0.1 £2, 0.05 $2, 0.01 2, 0.025 2 and 0.075 respectively. Determine, a. Point of minimum potential b. Current in each section [Ans.: Point C, 29.04 A, 19.04 A, 0.96 A, 30.96 A and 40.96 AConsider the circuit segment shown in the figure below. GivenE1 = 4.91 V, E2 = 9.76 V, R1 = 29.2 kΩ, R2 = 85.4 kΩ, I1 = 35.5 µA, themagnitude of the current passing thru the second resistor is most nearlyUse Kirchhoff’s current law to determine the unknown currents in the circuit of this Figure.Assume that I0 = −2 A, I1 = −4 A, IS = 8 A, andVS = 12 V.
- THROUGH THE LAZO ANALYSIS, ANSWER THE FOLLOWING QUESTIONS A) DETERMINE THE EQUATIONS OF CURRENTS I1, I2, I3 B) FIND THE VALUE CORRESPONDING TO I1, I2, AND I3 C) FIND THE CORRESPONDING VALUE Io.Three conducting wires are connected to a junction. The current flowing into the junction in two wires are i1 = 10sin 314t A and i2 = 15sin (314t - 45°) A. Kindly, solve for the current leaving the junction in the third wire. And state the value of current when t = 0.In a parallel circuit how do you calculate for line current if given values are voltage line: 240V/60hz Resistance: 13 ohms Inductive reactance: 22 ohms Capacitive reactance: 37 ohms
- E- high side = 480V Turns ratio = 2:1 coil Resistance per load = 10 ohms Efficiency = 100% answer the questions, I can't figure this out...Using thevanin analysis, how do I work out the: 1)current through the load 2)the potential difference across the load 3)the power dissipated by the load? regards stuartDetermine ID in the circuit, given VTH = +2.0v, k = 50mA/V2. Express your answer in mA. Also compute Rin(tot) . Let IGSS = 2pA. Pls box the answer.