2. Calculate the currents Ii. Ia, and Is in the following circuit. (20 pts) 2.00 Ω...
Given the following circuit: a) Find the current I through the 2.00 Ω resistor and the voltage V of the battery to the left of this resistor b) Calculate the power delivered to all elements in the circuit and show energy is conserved. 4.00 0 8.00 12 W- 3.00 A 24.0V 6.00 12. M- # + 2.00 2..
For the circuit shown in Fig. 6, calculate:(a) the current in the 2.00−Ω resistor.(b) the potential difference between points a and b. Assume that the components on Fig. 7 have the following values:V1 = 10.0 V , V2 = 15.0 V , R1 = 5.0 Ω, R1 = 5.00 Ω, R2 = 10.0 Ω, R3 = 15.0 Ω, R4 = 20.0 Ω. (a) Find the current trough each branch of the circuit. (b) Find the power dissipated in each circuit...
For the circult given on the right, calculate the power dissipated in the 42 resistor. 2.00 Ω 10.00 V a + 3.00 Ω 1.00 Ω 5.00 V *4.00 Ω b 10.00 Ω Part A
For the circuit given on the right, calculate the power dissipated in the 4 Ω resistor. 3.00 Ω a 2.00 Ω 10.00 V E * 1.00 Ω 5.00V 4.00 Ω b 10.00 Ω Part A Ο 0.160 W Ο Ο 0.800 W 2.50 W Ο 1,44 W
(6 pts) Empirical and Quantitative Reasoning Assessment. The resistances of the resistors in the circuit diagram below are Ri 1.002, R2 2.00 2, R3-3.00 2, and R4 4.00 Ω-The battery provides a potential difference of 6.00 V. Which of the following is CLOSEST TO, EVEN IF NOT EQUAL TO, the current through R3? (A) 0.078A (B) 0.132 A (C) 0.276 A (D) 0.387 A 9. Ri 6V R2 R4 (6 pts) Empirical and Quantitative Reasoning Assessment. The resistances of the...
42. N Figure P29.42 shows five resistors and two batteries con- nected in a circuit. What are the currents 1, /2, and 13? 6.00 Ω 3.0011 12.0 V 2.00 Ω L2 4.00 Ω 1.00 Ω FIGURE P29.42
1.Calculate all currents in the circuit shown. 2.Calculate the voltage drops in each of the resistors Note: you must show the entire algebraic procedure in solving the generated equations, as well as the direction of the Currents that you assumed. Aplicación de las Leyes de Kirchfoff 6 C E 3.00 KS2 M E. R3 60.0 V ES 1 k12 = 103 22 70.0 V 80.0 V R 4.00 k12 2.00 k12 -W Ri a
1.Calculate all currents in the circuit shown. 2.Calculate the voltage drops in each of the resistors Note: you must show the entire algebraic procedure in solving the generated equations, as well as the direction of the Currents that you assumed. Aplicación de las Leyes de Kirchfoff 6 C E 3.00 KS2 M E. R3 60.0 V ES 1 k12 = 103 22 70.0 V 80.0 V R 4.00 k12 2.00 k12 -W Ri a
Calculate the power delivered to each resistor in the circuit shown in the figure below. (Let R1-3.00 ?, R2-2.00 ?, and V-12.0 V.) resistor R 4.00-ohm resistor resistor R2 1.00-ohm resistor R2 1.00 ? 4.00 ?
Question: Use mesh analysis to calculate the following currents for the circuit fig. 3: i. 11, 12 ii. IA, IB, Ic, ID, IE, IF 3 Ω 3A 13 2 22 5 Ω 21 12 5V 10Ω 20v Fig. 3