Kirchhoff’s Voltage Law states that:

• The sum of the voltage drops in a closed loop is equal to the sum of the voltage rises.
• The algebraic sum of the individual currents around a closed loop is zero
• The voltages developed across each element in a series circuit are identical
• The algebraic sum of the resistances is equal to the sum of the voltages

The sum of the potential rises around a closed path will always be equal to the sum of the potential drops. The stated law is called:

• KVL
• KCL
• Ohm’s Law
• None of these

Kirchhoff's Voltage Law works on the principle of:

• Law of conservation of charge
• Law of conservation of energy
• Law of conservation of mass
• None of these

What is the value of V1 in the given circuit?

• 2.5 V
• 2.8 V
• 3 V
• 29.2 V

Determine the unknown voltage Vx for the given circuit.

• 12 V
• 30 V
• 22 V
• 64 V

What are the value of voltage V2 and current I2 for the circuit shown below?

• 29 V and 1A
• 3 V and 21 A
• 21 V and 3A
• 3 V and 3 A

What is the value of Vx shown in the figure?

• 12 V
• 22 V
• -22V
• -12 V

For the circuit shown below, determine the value of unknown voltage V1.

• -19 V
• 19 V
• 41 V
• -41 V

Find the value of ia for the circuit shown below.

• 12 A
• 1.2 A
• 120 mA
• 1.2 mA

Using Kirchhoff’s Voltage Law, determine the voltages V1 and V2 for the network shown below.

• 35 V & -25 V
• -35 V & 25 V
• -35 V& -25 V
• -25 V & 35 V