Please show steps for solving this question. Specifically addressing how to write the KVL equations when the current and voltage + and - seem to contradict. For example, I think Ic should drop voltage when going up over the resistor. Is it ok to change the current reference direction before solving or would that throw off the answer? 2) For the circuit shown, find the value of Iq, Ib, Ic and Va: Hint: substitute the result from KCL into two...
5. Write KVL for L1, L2 and L3. Write KCL for nodes A and B. Identify other possible nodes and write KCL for them. Identify other possible loops and write KVL for them. R1 R4 Vs2 R2
P20. (a) Use KCL and KVL to solve for Ii, b and la, assuming that the current is flowing in the directions indicated by the current arrows in the circuit diagram below, and then (b) re-sketch the circuit with the correct current directions based on your KCL/KVL analysis. Assume that the circuit has reached equilibrium and that the capacitor is fully charged. (c) re-work the problem if the 8 V power supply is replaced with a 6 V power supply...
3. Given the circuit in Figure A.8, write the KCL for node A. Write the three KVL equations for the three loops in the circuit. Do not solve for any of the Currents. Remember you only need 3 of the four equations to solve for the currents. v v v Figure A.8: Figure for Question #3
use nodal analysis , kvl\ kcl All of the operational amplifiers are ideal. Determine the values of Vx and Vout. To receive full credit, you must show all intermediate steps/equations required to analyze the circuit. 2 kΩ 3 kΩ ΛΑ, ΛΑ. VOUT 32.5 kΩ S10 kΩ 10 kΩ ξ5 kg 10 kΩ
1. One way to solve chemical equilibrium problems is to write n equations with n unknowns, and then to eliminate unknowns from equations until you have one equation of order n. To solve such an equation involves something like using the quadratic formula (if n = 2) or some other algorithm if n > 2. One such algorithm is the Newton Raphson technique. Let’s pretend that you are solving an equilibrium problem and you have derived the following equation which...
i want part b only 9% Solve the questions using KCL/KVL or superposition Show all calculations for partial grading C3o pointe) t. Vind the current ia in the cireuit shown belowt (15 point 2Ω 5i, 49 20 V b. Find is and Va of the eireuit shown below (15 points 0.4v 2iA
3-3: Use KVL/KCL and Ohm's Law as needed to find the values of v1 and v2. You must show separate KCL and KVL equations, no credit will be given if other methods such as nodal analysis are used. 80 80 Ω υ,Σ 120 Ω V140 6 A
Solve question 3 Only, Be very clear/ about evry single step Mark all currents/ voltages assign label and polarity redraw simplified circuits then write KVL and KCl equations dont use values, write plain equations first then apply Ohms law. Substitute values last. in equations solve equations for unknowns show step by step solution for each unknown. write clearly. evry step. Do In Every Circuit app Do only question 3 and attach screenshot of the outputs. Make sure answers found match...
From the circuit shown below, (a) use KCL and KVL to solve for the three currents. (b) With the given data below and the two currents flowing clockwise, determine both currents using mesh analysis and the voltages across each resistor. r1= 3 Ohms r2= 7 Ohms r3= 2 Ohms r4= 8 Ohms a M 10 V 30 il 222 i2 722 892 i3 12 V W