Kirchhoff's Voltage Law (KVL) 1. Connect the circuit diagram as shown in the figure below. 15 N R1 25 N R2 12 V 18 V 15 V 30 Ω R3 20 N R4 10 N R5 a d 30 N R6 50 N R7 + 14 V Wr 8Ω R9 15 N R10 8 V...

*  Measure and record the potential difference for the following branches (*Note! Be mindful of the
algebraic sign)

* Using the measured values from (2) compute the algebraic sum of the potential difference for
the following electrical loops

* Measure and record the currents per node as indicated in the figure shown below

Extracted text: Kirchhoff's Voltage Law (KVL) 1. Connect the circuit diagram as shown in the figure below. 15 N R1 25 N R2 12 V 18 V 15 V 30 Ω R3 20 N R4 10 N R5 a d 30 N R6 50 N R7 + 14 V Wr 8Ω R9 15 N R10 8 V Figure 4.1 2. Measure and record the potential difference for the following branches (*Note! Be mindful of the algebraic sign): Тable 4.1 Branch Potential Difference (Volts) а-b а-с b-c с-d а-d b-d


Extracted text: 3. Using the measured values from (2) compute the algebraic sum of the potential difference for the following electrical loops: Тable 4.2 Sum Potential Difference (Volts) Loop abca Write Equation Here with Values abdca acda abcda acbda Kirchhoff's Current Law (KCL) 4. Measure and record the currents per node as indicated in the figure shown below: Таь I ab 15 N R1 25 N R2 Icb 12 V 18 V 15 V 30 N R3 20 N R4 10 Ω R5 I ba I bc I bd I ca I dc I cd ас a d C 30 N R6 50 N R7 I da Iad 5 N Rg + 14 V 15 N R10 8 V R9 Figure 4.2 Table 4.3 Current Value (A) Iba I ca I da Iab Ich Node Sum a b