5) (15 pts) Set up the equations that would be necessary to solve for the currents...
5) (15 pts) Set up the equations that would be necessary to solve for the currents labeled 11, 12 & 13 in the following circuit diagram 11 12 R2 R 444 13 Vi R3 R4 40 RS V2
Problem 5: Solve the circuit problem shown below for the unknown currents. Start by assuming the direction:s shown on the diagram; indicate at the end if any of the current directions need to be reversed. Ri Ii R23 R2 12 13 K. 20 R3 R4 L4 V20V Rs Is
please solve these 2 problems. I will rate you up In the circuit shown below, let V. - 3 V.1. - 1 mA, R-3k, Ry - 2.5 kA, R = 1 kq Use mesh analysis to find mesh currents I, and 12. Also, find Vı. R1 V1 R2 W 2 is len 3kR 12 R3 100 IMA Problem 5 In the circuit shown below, let V, -8 V, 1. - 2 mA, R2 = 1 k 2, R2 = 400,...
Please show all work! Thank you! Solve for the currents in the circuits below by writing the system equations, forming the augmented matrix A from Ax = b, and then performing Gaussian elimination with back substitution. 13 a) V1 = 12 V R1 = 612 R2 = 212 R3 = 3 22 R4 = 112 b) V1 = 24 V V2 = 12 V Ri=522 R2 = R3 = 30 12
ANSWER ALL PLEASE Question 20 2 pts In the Figure below, V1 = 14 V, V2 = 8 V, V3 = 10 V, R1 = 2.00, R2 = 4.0, and R3 = 2.00 Find the electric currents is, iz, and is. (Hint: use the junction a and the two loops). RI R 14 M4 Equations: Kirchoff's Junction (node) rule: 11 = 12 + iz Kirchoff's Loop rule (left loop): V1 - iRi - iz R2 + V2 = 0 Kirchoffs...
Set up and solve the system of equations for the currents in the branches of the given network. ( explain using matricies ). Set up and solve the system of equations for the currents in the branches of the given networlk (11.々, i3)-( 15 V 3s 362 5Ω 62 eBook
Enter the matrix values (numerical) to solve for currents ij i2, and iz for the circuit shown below if Vi=10, V2=25, R =3000, R2=1500, R3=1000, R4=500, and R5=4000. [R11 R12 R13] [i] [V The matrix values are shown here: | R21 R22 R231 | 12 | = |V2 [R31 R32 R33 ] [is] [V3 Note: Row 1 is for in, Row 2 is for i2, Row 3 is for iz. Column 1 is for V1 Column 2 is for V2,...
Given the following voltages and nominal resistances, determine the loop equations for the figure to the right in terms of ii, iz, is, and it R4 Vi=15v R1 R2= 33k(2 Rs = 47kΩ R4= 68k(2 Rs = 56kΩ R6 R3 R5 V2 Write the simplified loop equations in the boxes below (combine like terms and set them equal to a constant) Loop ADC: Loop ABEGFD: Loop BGE: Loop CDF:
Using mesh analysis, solve the following circuit and calculate the current through Ri and the voltage at V relative to ground, given: Vi = 10 V, V2 = 6V, V3 = 2V, R1 = 1k02, R2 = 2 k2, R3 = 3kQ, R = 4k, and Rs = 5k12 V3 7 Ri Rs AN Using mesh analysis, solve the following circuit and calculate the current through R1 and the voltage at V relative to ground, given: V1 = 10 V,...
2- Set the two independent power sources to Vsi 6V and Veo" 10 V and measure their actual values using the DMM. Actual Values of power sources: 4.47 VS15.99 Vs- 3- Using the breadboard construct the circuit shown in Figure 4,1 (repeated below for convenience). Use the resistors measured in Step 1 (above) and the power sources Vsi- 6 V, and Vs2 -10 V. IR3 IRI RS. R5 R1 R3 Va V4 V2 V1 ww ww It 12 R4 R23...