Problem #3 In the circuit shown below, determine the Norton equivalent circuit between the nodes a-b. www 202 1 6A w 1Ω a www 202 12 V 1Ω b IN RN
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- R₁ =1292 Igc = 0.16A IDC = Problem #21) Determine the source current Ipc and the resistor voltage V4 as shown in the following circuit using the Reduce and Return Method if the source voltage is Vpc = 72 volts. R₂=402 R₁ =1552 R₁=4592 0.16 IDC =. V₁=. 2 (A) 36 (A) (V)Shown in the figure below is an electrical circuit containing three resistors and two batteries. I₁ 0= 4 + L . ww R3 R₂ ww 1₂ R₁ ww Write down the Kirchhoff Junction equation and solve it for I, in terms of I₂ and I3. Write the result here: 1₁ = 12-13 R₂=552 R₂ = 132 13 Write down the Kirchhoff Loop equation for a loop that starts at the lower left corner and follows the perimeter of the circuit diagram clockwise. - IzR3 − LR₁ + 14 + 10 Write down the Kirchhoff Loop equation for a loop that starts at the lower left corner and touches the components 4V, R₂, and R₁. 0 = 4-1₂R₂-11R₁ The resistors in the circuit have the following values: R₁ = 12 Solve for all the following (some answers may be negative): I₁ = 27.78 X Amperes 1₂ = 28.84 X Amperes 13 = 1.060 X Amperes NOTE: For the equations, put in resistances and currents SYMBOLICALLY using variables like R₁,R₂,R3 and 11,12,13. Use numerical values of 10 and 4 for the voltages.A Wheatstone bridge is used for measuriug the valuc of change of resistance of a strain gauge wnich forms one of the arms of the bridge. All tbe arms of the bridge including the strain gauge have a resistance of 100 N each. The maximum a!lowable power dissipation from the strain gauge is 250 mW. Determine the value of maximu:n permissible current through the strain gauge and maximum allowable value of bridge supply voltage. Suppose a source of 20 V is available, lind the value of series resistance to be connected between the source and the bridge to limit the input voltage of the bridge to permissible level.
- Please in typing format please ASAP for the like Please answer the same to2. For the circuit below, find i, iz, and is in the figure below. Assume I₁ = 4A, 12=0A, 13=4A, and 4-8 A. Show your work. A I₁ B C i2 13 IR: R: In the circuit shown, EMF1 = 25.0 V EMF2 = 10.0 V R1 = 15.0 2 R2 = 25.0 2 R3 = 5.00 2 (a) Redraw the circuit, then identify and label all of the currents in the circuit. (b) Using Kirchhoff's Rules, set up the equations you would need to solve for the currents through each resistor. (c) Using the hint that the potential difference across R3 is 4.13 volts, and the current through R3 travels from left to right (a d), find the currents through R1, R2, and R3. (d) Find the potential differences across each of the resistors. (You already have the potential across R3.) (e) Find the power dissipated by each resistor.
- Consider the circuit in the figure. Use the included current directions (arrows) and component labels. a) Which of the following equations would be the correct equation for the junction labeled c? - I1=I2+I5 - I2=I1+I3 - I1=I2+I3 - I1=I2+I4 B) Which of the following equations would be the correct equation for the junction labeled d? - I3=I4+I5 - I3+I4=I6 - I3+I4=I5 - I3+I5=I4 C)Which equation for the junction labeled g? - I6+I5=I4 - I6+I4=I5 - I6+I4=I6 - I6=I4+I5 D) Now you have the junction specifying each current. What is the accurate representation of the loop a=>b=>c=>h=>a? E) What is the accurate representation of the loop equation a=>b=>c=>d=>g=>h=>a? F)What is the accurate representation of the loop equation for loop d=>e=>=>g=>d? (Make sure you follow the directions of the currents drawn)1. Source TransformationGiven n2 = 510, what is n₁? 5415° V 3060 85 1530 O 170 +21 000 ell n₁: N₂ + 30415° V