Screenshot 2023-05-29 at 5.... E I R₁ R₂ Figure 2.2a: KCL Parallel Circuit V Screenshot 2023-05-29 at 5.... Ď R3 E G D Q Search Figure 2.2b: KCL Parallel Circuit with Ammeter & Voltmeter connections Q Search VE I (mA) I₁ (mA) I₂ (mA) I3 (mA) EI = (11 + 1₂+ 13) 15V 26.362 mA 4.551 mA 6.827 mA 15.016 mA 26.394 mA Table 2.7: Experimental results of the Parallel Circuit in Figure 2.2
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- circuit theory please I need the answer through 25 min, I do not have time more than 25 min Question 3) if a=166, b=27, c=3 and d=35, then find Zin for the above circuit. a. Zin = 996,00 + j213,14 ohm b. Zin = 664,00 + j267,14 ohm c. Zin = 863,20 + j186,14 ohm d. Zin = 1328,00 + j321,14 ohm e. Zin = 1660,00 + j294,14 ohm f. Zin = 1660,00 + j429,14 ohm g. Zin = 1460,80 + j280,64 ohm h. Zin = 1195,20 + j483,14 ohmCOURSE: Electrical EngineeringSUBJECT: Electrical ApparatusINSTRUCTIONS:• Write the GIVEN with their respective symbols and units.• Do not skip the SOLUTIONS, do it step-by-step with their respective symbols and units• Round up to 3 three decimal places the FINAL ANSWERS and BOX it. PROBLEM: A coil with impedance 8+j6 Ω is connected in series with a capacitive reactance X. The series combination is connected in parallel with a resistor R. Given that the equivalent impedance of the resulting circuit is 5∠0° Ω, find the value of X and R.Given the complex numbers A1=630 and A2=4+j5, (a) convert A1 to rectangular form: (b) convert A2 to polar and exponential form: (c) calculate A3=(A1+A2), giving your answer in polar form: (d) calculate A4=A1A2, giving your answer in rectangular form: (e) calculate A5=A1/(A2*) giving your answer in exponential form.
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- please show steps-by-steps solutions tqDEGREE: ELECTRICAL ENGINEERING SUBJECT/COURSE: AC CIRCUITS NOTE: Please solve in this way. 1. Please have a good handwriting, some of the answers are not readable. Thank you! 2. GIVEN.(include symbols and units) 3. REQUIRED/FIND/MISSING (with symbol/s) 4. ILLUSTRATION (Required). 5. STEP-by-STEP SOLUTION with Formulas and Symbols. No Shortcut, No skipping, and detailed as possible 6. FINAL ANSWERS must be rounded up to three decimal places PROBLEM: • In a three-phase balanced delta-delta system, the source has an abc-phase sequence. The line and load impedances are 0.3+j0.2 Ω and 9+j6 Ω, respectively. If the load current in the delta is IAB=15<40°Ams, find the phase voltages of the source.DEGREE: ELECTRICAL ENGINEERING SUBJECT/COURSE: AC CIRCUITS NOTE: Please solve in this way. 1. Please have a good handwriting, some of the answers are not readable. Thank you! 2. GIVEN.(include symbols and units) 3. REQUIRED/FIND/MISSING (with symbol/s) 4. ILLUSTRATION (Required). 5. STEP-by-STEP SOLUTION with Formulas and Symbols. No Shortcut, No skipping, and detailed as possible 6. FINAL ANSWERS must be rounded up to three decimal places PROBLEM: • A 4200 V, three-phase transmission line has an impedance of 4+j1 Ω per phase. If it supplies a load of 1MVA at 0.75 power factor lagging. Find: a. The complex power b. The powerloss in the line c. The voltage at the sending end