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- Q14. Obtain the equivalent resistance at the terminals a-b for the circuit in Figure Q14. ac 3100 $202 30 Ωξ 10Ω 10Ω §20N bo Figure Q14In the following circuit if R1 150, find i using source %3D transformation? 4Ω 12 V R1 32 V A) -421.052 mA E) -101.265 mA B) -235.294 mA F) -85.106 mA C) -163.265 mA G) -73.394 mA D) -125 mA H) -64.516 mA EIn the following circuit if R1 = 150, find i using source %3D transformation? 2Ω 4Ω R1 12 V 32 V A) -421.052 mA E) -101.265 mA B) -235.294 mA F) -85.106 mA C) -163.265 mA G) -73.394 mA D) -125 mA H) -64.516 mA
- please hellp me solve this one i need to paass this exam please provide a complete and detail solution, please. subject is elecetrical circuts 228.0 V [a]. Indicate on the figure and describe very R briefly where you are putting your junctions and loops. 4,00 A [b]. Find the current (I) through resistor R? + [c]). Find the resistance R? х6.00 Q [d].Find the unknown emf ɛ ? 6.00 A [e]. If the circuit is broken at point x, what is the current in resistor R? 3.00 N 3.In the circuit shown V 100 V, C1 =1u F, R1=29.9 Kohm and %3D R2=100 Kohm. Find value of Vci at t-20msec. the switch is connected to a for long time and at t-0 is connected to b. Figure 1
- Use super poslion lo solve lor i, and , in the crcut in IFigure 1). Teke Figure < 1 of 1 300 200 son 250The equation 1 is wrong, which makes the whole solution wrong. Would you please redo the solution? Thank you.2. 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 I
- Using Nodal Method. Determine i, 20 SV 3V Loop 1) a Loop 2 a. 0.35 A O b. 0.25 A c. 0.50 A O d. 0.15 APlease solve this using nodes and branches method (Kirchhoff's laws). I need the equations for junction rule and loop rule. 675 2 900 N 450 2 12 v 250 N 1000 2Determine the values of q and r guaranteed by the Division Algorithm for = 215 and d = 11 (a) n q = r = 6 (b) n = -183 and d = 13 q= r 19 Hint: