please show which equations were used for each step
please show which equations were used for each step 4. Determine the each of the currents...
- + A Read aloud 4. Determine the each of the currents in each path, and the voltages across each resistor. 'E, = 24.0 V wo 0.10.2 R 5.0.2 R. 2022 TA E2 = 48.0 V k 0.500 R w e 40 12 20.20 -0.2012 78 E, 6.0V 36.0V i 0.05 h CourseBanner ng
C 13 , = 6.0V 4. Determine the each of the currents in each path, and the voltages across each resistor. Ε 24.0V b d 0.10 Ω R RS 5.0Ω Ε, = 48.0V 20 Ω k Γ2 a ΜΑ 15 0.50 Ω 40 Ω *0.20 Ω R 78 Ω Ε4 = - 36.0V Γs g R2 ΕΤΑ e 10.05 Ω h
Η 1ο Ε = 6.0ν 4. Determine the each of the currents in each path, and the voltages across each resistor. Ε, = 24.0ν b d 0.10Ω R RS 5.0Ω E = 48.0ν 20 Ω Γ2 k R2 a 15 0.50 Ω 40 Ω 0.20 Ω R3 78 Ω Ε. = 36.0ν Γ3 g Η e Έ 10.05 Ω h
Find the currents (in A) flowing in the circuit in the figure. (Indicate the direction with the sign of your answer. Due to the nature of this problem, do not use rounded intermediate values in your calculations-including answers submitted in WebAssign.) E = 24.0 V b 0.102 R 5.0 52 E2 = 48.0 V RS 1912 R2 12 a e 12 0.50 22 48 12 0.2012 R 90 Ω E = 36.0 V Ez = 6.0 V 13 g E:...
3. Determine the equivalent resistance of the circuit. Then determine the current in each path, and the voltage across each resistor. Then determine the power dissipated by each resistor and the total power dissipated by the circuit 10.02 W 4.000 w 5.000 w 2.000 3.000 w 8,00 V 4. Determine the each of the currents in each path, and the voltages across each resistor. E = 24.0 V 0.1002 R 5.0 22 RS 2022 E2 = 48.0 V RE 17,...
Please show each step of the problem so I can understand Η 1ο Ε = 6.0ν 4. Determine the each of the currents in each path, and the voltages across each resistor. Ε, = 24.0ν b d 0.10Ω R RS 5.0Ω E = 48.0ν 20 Ω Γ2 k R2 a 15 0.50 Ω 40 Ω 0.20 Ω R3 78 Ω Ε. = 36.0ν Γ3 g Η e Έ 10.05 Ω h
Apply the loop rule to loop abcdefghija in the figure below. E, = 24.0 v Vid Home 0.10 2 5.0 2 E2 = 48.0 V 3202 12 0.50 22 40 12 >0.2012 78 9 V T13. E, = 6.0 V E4 = 36.0 V I i 0.05 12 h 0 -(13R2) + Ez – (1313) – (1zR5) – (1312) – E4 – (1373) + E4 – (13R 4) = 0 O -(I4R1) + E1 - (14/1) – (14R5) – (1314)...
a) Find the voltage and current in each bipole and resistor shown in the circuit by using Maxwell's method. b) Verify the results by applying Kirchhoff's Laws. R1 = R3 = R5 = R7 = R9 = 100 Ω R2 = R4 = R6 = R8 = R10 = 200 Ω E1 = E3 = E5 = 9 V E2 = E4 = 6 V Ri www R2 www www R9 R7 www R3 Es R: www Ει EA E2 E3...
Find the currents (in A) flowing in the circuit in the figure. (Indicate the direction with the sign of your answer. Due to the nature of this problem, do not use rounded intermediate values in your calculations, including answers submitted in WebAssign.) E, = 24.0 V b w 0.102 RS R 5.02 E, = 48.0 V 17 R e 1 0.502 462 >0.2002 R 822 E4 = 36.0 V Eg = 6.0V 13 i 0.05 2 h A A 12...
1000 11. Determine the equivalent resistance of the circuit. Then determine the current in each path, and the voltage across each resistor. Then determine the power dissipated by each resistor and the total power dissipated by the circuit. Assume the voltage of the source is 110V. 120.02 W R, R. 60.22 w R R, 60312 R, 602 4012 w R, R, 8012 두 R. w 1001 12. Determine the cach of the currents in each path, and the voltages across...