R1 R21 R4 Vo Vs R3 For the circuit given in the figure, Vs=12V, R1 = 12 Ohm, R2= 8 Ohm, R3=10 Ohm R4=6 Ohm . For this circuit, find the Thévenin resistance (RThévenin).
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- for this the solution just said non-inverting v0=vs((10k/10k )+1) v0=2vs first of all what is non-inverting and how do i know if it is inverting or non-inverting and what is the difference between both in application? and how did he just get the other equation? i dont get it. please explain everything in a lot of detail and provide an altered question for one that is inverted and solve it so i can understand the difference in application. thank you!For the circuit in the figure, draw the equivalent circuit and values I1, I2 and ID1, ID2.find? need handwritten only ,otherwise downvote.)a) Given that the circuit in the figure makes io= A(v2-v1)-(1/Ro)VL, find expressions for A and Ro, as well as the condition between the resistors so that Ro=∞. b) Discuss the effect of using 1% resistors.
- Please explain step by step that how to solve the equations to get the values of v1 and v2? ..Nodal analysis is another very useful way to obtain information regarding a circuit.electric. For example, consider the 4 Ω resistor in the circuit shown below. Nodal tension to your left was named V1, while the right was named V2. Therefore, determine the values of these tensions. answer:v1 = 9,43 V ; v2 = 11,15 VAny linear circuit can be simplified. This is what the Thevenin Theorem states. Per complex as it is, it can be reduced to a single source of voltage and a resistance. These are normally connected in series to a load resistor, which is usually variable. When analyzing a figure presented below, check whether a load that has been connected to the circuit to the left of terminals A and B. Therefore, determine a voltage and imposed resistance on it, that is, the Thevenin voltage and resistance, representative of this circuit
- Please help me solve for the total resistance, total current, and individual voltage if: VT = 30 VR1 = 7 ohmsR2 = 10 ohmsR3 = 6 ohmsR4 = 4 ohmsR5 = 8 ohmsR6 = 9 ohmsR7 = 5 ohmsR8 = 12 ohmsR9 = 3 ohmsR10 = 8 ohmsSometimes, we can use symmetry considerations to find the resistance of a circuit thatcannot be reduced by series or parallel combinations. A classic problem of this type is illustratedin Figure P2.16. Twelve 1-Ω resistors are arranged on the edges of a cube, and terminals a andb are connected to diagonally opposite corners of the cube. The problem is to find the resistancebetween the terminals. Approach the problem this way: Assume that 1 A of current enters terminal a and exits through terminal b. Then, the voltage between terminals a and b is equal tothe unknown resistance. By symmetry considerations, we can find the current in each resistor.Then, using KVL, we can find the voltage between a and b.As with the nodal analysis, the analysis of meshes for an electrical circuit is quite advantageous. This is because it also, to be developed, does not need a high number of equations. In practice, the main objective of this technique is to search for the intensities of called mesh currents. This is what can be done in the circuit presented below. Case the analysis of its meshes is carried out on it, what will be the current intensities found?
- The terminal voltage and terminal current were measured on thedevice shown in P2.14(a). The values of v and i are given in thetable of P2.14(b). Use the values in the table to construct a circuitmodel for the device consisting of a single resistor from Appendix H.Virtual Lab: circuits and Kirchoff’s rules Go to: https://phet.colorado.edu/it/simulation/circuit-construction-kit-dc-virtual-labBuild each of the circuits in the figures, with the designed characteristics.For each of the circuits, show the calculations to find the current and the potential difference in eachelement of the circuit.In building the circuit in Figure 1) through the simulator, adjust the small resistance of the battery tozero and put in series a small resistance as required from the design.For instance, for E1 you will need abattery with V = 6V and you will need to put in series a small resistance of 0.5 Ω to simulate the smallresistance in a battery.Figure 1)Figure 2)This is a practice problem from the Signals and Systems course in my Electrical Engineering program. Could you please walk me through the steps of solving it so that I can solve more complicated ones in the future? Thank you for your assistance.