Question
State the advantages of a potentiometer over a voltmeter.

Answer

Advantages of a potentiometer over a voltmeter:
(1) The cell, whose emf is being measured, draws no current from the circuit at the null point. Thus, the potentiometer measures the open-circuit potential difference across its terminals, or the emf $E$. A voltmeter will measure the terminal potential difference, $V$, of the cell in a closed circuit. This is because the resistance of a voltmeter is high but not infinite and hence the voltmeter is not ideal.
(2) By setting up a suitably small potential gradient along a long potentiometer wire, any small voltage can be measured. Increasing the length of the wire effectively decreases the potential gradient, and increases both the precision and accuracy of measurement.
(3) The adjustment of a potentiometer is a 'null' method which does not, in any way, depend on the calibration of the galvanometer. The galvanometer is used only to detect the current, not to measure it. The accuracy of a voltmeter is limited by its calibration.
(4) Since a potentiometer can measure both the emf and terminal potential difference of a cell, the internal resistance of the cell can be found.

Need a full question paper?

Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.

Start Generating Free

Similar questions

Derive an expression for capillary rise for a liquid having a concave meniscus.
A rigid object is rolling down an inclined plane. Derive expressions for the acceleration along the track and the speed after falling through a certain vertical distance.
A 25 µF capacitor, a 0.10 H inductor and a 25Ω resistor are connected in series with an AC source whose emf is given by e = 310 sin 314 t (volt). What is the frequency, reactance, impedance, current and phase angle of the circuit?
Derive an expression for the self inductance of a narrow air $-$ cored toroid of circular cross section.
State the formula for the speed of transverse waves on a stretched string (or wire). Hence obtain an expression for the fundamental frequency of the vibrating string (or wire).
An object of mass $0.5 kg$ performs SHM with force constant $10 N / m$ and amplitude $3 cm$.
(i) What is the total energy of the object?
(ii) What is its maximum speed?
(iii) What is its speed at $x=2 cm$ ?
(iv) What are its kinetic and potential energies at $x=2 cm$ ?
A flywheel used to prepare earthenware pots is set into rotation at 100 rpm. It is in the form of a disc of mass 10 kg and
radius 0.4 m. A lump of clay (to be taken equivalent to a particle) of mass 1.6 kg falls on it and adheres to it at a certain
distance x from the centre. Calculate x if the wheel now rotates at 80 rpm.

A horizontal straight wire is in a uniform magnetic field which is horizontal and at right angles to the length of the wire. The part of the wire that lies in the field has a length $2 m$ and mass 1 gram. If the magnetic induction is $1 mT$, find the current that should be passed through the wire to balance it.
In a double-slit arrangement the slits are separated by a distance equal to 100 times the wavelength of the light passing through the slits.
(a) What is the angular separation in radians between the central maximum and an adjacent maximum?
(b) What is the distance between these maxima on a screen 50.0 cm from the slits?
 
In a parallel plate capacitor with air between the plates, each plate has an area of $6 \times 10^{-3}\ m^2$​​​​​​​ and the separation between the plates is $2 mm$.
i) Calculate the capacitance of the capacitor.
ii) If this capacitor is connected to $100\ V$ supply, what would be the charge on each plate?
iii) How would charge on the plates be affected if a $2$ mm thick mica sheet of $k = 6$ is inserted between the plates while the voltage supply remains connected ?