Kirchhoff's current and voltage law are respectively based on the conservation of
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To easily remember this, think of the alphabet and definitions: Current is the flow of Charge (KCL $\rightarrow$ Charge), and Voltage is electric potential Energy per unit charge (KVL $\rightarrow$ Energy).
Step 1: Understanding the Question: Identify the conservation laws underlying Kirchhoff's Current Law (KCL) and Kirchhoff's Voltage Law (KVL).
Step 2: Key Formula or Approach: KCL (∑I=0 at a junction) stems from charge conservation; KVL (∑V=0 around a loop) stems from energy conservation.
Step 3: Detailed Explanation: Charge cannot accumulate at a node, so current entering equals current leaving (charge conservation). Work done by conservative electric field around a closed loop is zero, so energy gained equals energy lost (energy conservation).
Step 4: Final Answer: KCL–charge, KVL–energy, matching option (C).