Question 1 Determine Ix for the following circuit using nodal analysis when 11-9 A, V1=40 V, R1-10 Q2, R2-13 Q, and R3=120. ww R3 ④11 R1 + V1 R2
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- PLS PLS SHOW COMPLETE SOLUTION AND WRITE LEGIBLY. DRAW CIRCUIT DIAGRAM. PLS PLSS SHOW HOW THE EQUATIONS REDUCED TO NEEDED.4. Use the diagram to answer the questions that follow. 4. J1 13 J2 R3 R2 R5 15 L1 14 R4 L2 L3 81. In 82 R1 D 11 a. Write the junction rules for J1 and J2 according to the circuit diagram in terms of the currents Ij thru I5 J1: J2: b. Write the loop rules for L1, L2, and L3 (Loop 1,2, and 3) according to the diagram. Go Clockwise as shown. L1: L2:Determine Ix for the following circuit using superposition when I1=15 A, V1=32 V, R1=7 , R2=15, and R3=13.
- solve the actual value of each resistor using kirchhoff's law. R1 = 10kohmsR2 = 3kohmsR3 = 5kohmsR4 = 15kohmsR5 = 18kohmsA1 = -1.2mAA2 = 1.2mAA3 = -1mAA4 = -150.8uAA5 = 150.8uAV1 = 12VV2 = -3.5VV3 = 5VV4 = 2.2VV5 = -2.7V the VS1 is 20VThe figure below shows three resistors (R- 13.5 0, R -7.95 0, and Ry- 12.5 0) and two batteries connected in a circuit. 40.0 V R 22.0 V R3 (a) What is the current in each of the resistors? A I2 = A A (b) How much power is delivered to each of the resistors? P1- P2- P3-For 11=4 A, R1=39, R2=32, R3=23 & L1=0.001 Henry in the shown circuit, find the following: R23 R3 11(4) RIS i(0) = i(%) = 1=0
- How do I go about solving this problem? To solve thus problem, I know there needs to be 5 equations prior and the currents should be negative, but the three loops keep confusing me. I'm not sure how to progress with this and would appreciate some guidance. Thanks.Solve the circuit illustrated in the images using nodal analysis to find its current and voltage across each resistor Here r is equal to 4Circuit theory