KIRCHHOFF'S VOLTAGE LAW (KVL) states that around any closed loop
Athe sum of currents is zero
Bthe resistance is constant
Cthe power is conserved
Dthe algebraic sum of voltages is zero
Answer & Solution
Correct answer: D. the algebraic sum of voltages is zero
1. KVL is the CONSERVATION OF ENERGY around a closed loop.
2. $\sum V = 0$ around any loop, with sign convention (drops vs rises).
3. Apply: sources are negative (rise), resistor drops are positive when traversed in the current direction.
4. Together with KCL, KVL is the foundation of all DC circuit analysis.
5. Option A is KCL. Options B, C are not Kirchhoff's laws.
_Source: Tony Kuphaldt, "Lessons in Electric Circuits — DC", Vol I, Ch 5 (KVL)._
Keep practising Electric Circuits
Browse all Electric Circuits questions for GATE EE, or explore more Electrical Engineering topics.
Related questions
Drop each trait into Thevenin or NortonStack equal resistors into one valueThe QUALITY FACTOR Q of a series RLC resonant circuit measuresThe IMPEDANCE of a series RL circuit at angular frequency $\omega$ isAn RMS AC voltage of $230\,\text{V}$ drives a $100\Omega$ RESISTIVE load. The real power dIn an AC circuit with a pure CAPACITOR, the currentIn an AC circuit with a pure INDUCTOR, the currentA purely RESISTIVE AC load has voltage and current that are