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Can you explain in detail how to solve Kirchoff's Rules? B. 7. Kirchhoffs Second Rule states that the net voltage around the loop in any

Can you explain in detail how to solve Kirchoff's Rules?

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B. 7. Kirchhoffs Second Rule states that the net voltage around the loop in any closed loop system is equivalent to the sum of all the within the same loop. 8. A connects twojunctions. 9. Components are in parallel when a constant is present in the whole circuit. 1 D. The states that the algebraic sum of all the currents that pass through a node is equivalent to zero. Answer the questions that follow. - For items 1-3, study the schematic below: R1=1.3.r1 Fig. 6.3.9. Circuit diagram for Items 1-3 1. Identify the direction ofthe loop. 2. Write the equation using the loop rule. 3. Solve the value of R2. For items 4-1 study the schematic below: 7. 3' Fig. 6.3.10. Circuit diagram for Items 4-8 4. Identify the direction of the loop. 5. Write the equation using the loop rule. 6. Solve the value of I. 7. Identify the direction of the current. 8. Solve for R2. For items 9-10, study the schematic below: R,=2.5 .n. 4.0 A. = 3.45-0- 12 V R2 Rf? Fig. 6.3.11. Circuit diagram for Items 9-10 9. Write the equation using the loop rule. 10. Solve for the voltage across R3. What is the importance of Kirchhoff's Rules in circuitry? . 1When using the loop ruler where do we base the signs of the IR terms and why? 1. 2 3. Differentiate between current and voltage in series and in parallel connections. 4. How does Kirchhoffs First Rule explain the Conservation of Charge? 5 . How does Kirchhofl's Second Rule explain the Conservation of Energy? A. Identify what is being referred to in each of the following statements. 1. A is a point where two or more conductors meet in a circuit. 2. Components are in series when has a constant value throughout the path. 3. Kirchhoff's First Rule is also called Kirchhoff's Current Law (KCL) or the Rule. 4. A refers to a point where three or more conductors meet. 5. The First Rule states that the total charge or current that enters a node or junction is to the charge that leaves the node or junction. 6. A refers to a closed conducting path

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