Calculate the currents in each resistor of the figure (Figure 1)
Part A
Calculate the current in 25 Ω resistor
Part B
Calculate the current in 120Ω resistor
Part C
Calculate the current in 64Ω resistor
Part D
Calculate the current in 110Ω resistor
Part E
Calculate the current in 82Ω resistor
4367E Kirchhoff Rules Lab Determine the magnitude and direction of the current through each resistor Determine the potential difference across each resistor Label currents and loops clearly. Show all work. 25Ω 58V 3.0V 120Ω 56Ω 110Ω 74Ω CurrentCurrent (Magnitude) Resistor Voltage Direction) 120 Ω 74 Ω 56 Ω 25Ω 110 Ω
zka or the circuit shown in the figure, a) Calculate the currents in each resistor.--て 12 Calculate the voltage across each resistor. V c) Calculate the power dissipation in each resistor.279 d) Calculate the power output of the battery.How does it compare to your results in part (c) b)
what is the current going through the 2 ohm resistor
8. What is the current through the 2-12 resistor? 3.0 V 20 0 측 9.0V 60 0 b 바 a 40 0 3) For the circuit shown in the figure, calculate (6 points) a) Current in each resistor b) Voltage dropped at each resistor c) Power consumed at each resistor. 25Ω 구 58V 3.0V: 120Ω 74Ω 56Ω 110Ω
Calculate the current through each resistor in (Figure 1) if
each resistance R = 4.75 kΩ and V = 14.0 V .
Calculate the current through resistor d.
Calculate the current through resistor e.
Calculate the current through resistor f.
Calculate the values of currents I, 12, and la and show their true directions in the schematic below. R3 330 Ω V. R2 220 Ω 1 10 V 3 V 110Ω R1
Consider the following figure. Note: The currents are not necessarily in the direction shown. (Assume R1 = 31.0 Ω, R2 = 2.5 Ω, and V = 39 V.) A rectangular circuit begins at a battery on the bottom side labeled V with its positive terminal to the left of its negative terminal and extends leftward through resistor R2 with current I2 moving leftward. The circuit continues upward and then to the right on the top side where it splits into...
A 48Ω resistor is connected in parallel with a 64Ω resistor and has 15V across them. a) Calculate Req. b) Calculate the total current. c) Calculate the individual current through each resistor.
4) Find the value of each resistor for the network of the Figure below. ER 120 v ŽRT 32R 5) For the network of the Figure below (a) Find the currents I, and 14. (b) Calculate the voltages V, and V3. 10 R; = 272 E60 R22707 1 2) For the network in the Figure below (a) Determine the current I. (b) Calculate the currents 12 and 13. (c) Determine the voltage level Va. E = 20 V RX30 TO...
You may want to review (Pages 768-771).Part AWhat is the magnitude of the current in the 11 Ω resistor in (Figure 1) ?Part BWhat is the direction of the current in the 11 Ω resistor in (Figure 1)?
Consider the following figure. Note: The currents are not necessarily in the direction shown. Assume R1-35.011, R2-3.5 Ω, and V-45 . 24 Ω Rg (a) Find the current in each resistor of the figure above by using the rules for resistors in series and parallel 3.5 Ω 35.0 Ω 24 Ω (b) Write three independent equations for the three currents using Kirchoffs laws: one with the node rule; a second using the loop rule through the battery, the 3.5-2 resistor,...