Advertisements
Advertisements
Question
Kirchhoff’s first law, i.e., ΣI = 0 at a junction, deals with the conservation of ______.
Options
Charge
Energy
Momentum
Mass
Advertisements
Solution
Kirchhoff’s first law, i.e., ΣI = 0 at a junction, deals with the conservation of Charge.
Explanation:
Kirchhoff’s first law is the algebraic sum of all currents at a junction is zero. This denotes charge conservation.
RELATED QUESTIONS
Are Kirchhoff’s laws applicable to both AC and DC currents?
Kirchhoff’s second law (voltage law) is based on ______
State Kirchhoff’s first (current) law.
State Kirchhoff’s second (voltage) law.
What is the basis of Kirchhoff’s current law and voltage law?
Are Kirchhoff’s laws applicable to both AC and DC circuits?
A carrier wave of peak voltage 16 V is used to transmit a signal. If the modulation index is 75%, the peak voltage of the modulating signal is ______.
Kirchhoff's junction rule is a reflection of ____________.
The magnitude and direction of the current in the circuit shown will be ______
In the given circuit, the emf 'E' of the cell is ______.
The potential difference (VA - VB) between the points A and B in the given figure is ______.
What determines the conventional direction of the product of current and resistance while applying the Kirchhoff's law?
Which of the following is the dimensional formula for electric polarisation?
In the figure shown, the voltage across C3 will be
The current in the arm CD of the circuit will be
The current I3 in the following circuit is ____________.
According the Kirchhoff's law, in any analytic circuit, if the direction of current is assumed opposite, then the value of current will be ____________.
Using Kirchhoff's law, find the current flowing through the given circuit.
In the following network, the current flowing through 15 Ω resistance is ______.
State Kirchhoff's voltage law.
State Kirchhoff's current law sign conventions
The figure shows part of an electric circuit. The potential difference VA - VB is ______.
Which one of the following is the correct equation for the electric circuit shown in the figure?
In the following electrical network, the value of current I is:
