Question
How do you calculate the shunt required to increase the range p times?

Answer

The value of shunt resistance required to convert a galvanometer into an ammeter is given by,
$
S =\left(\frac{I_{ g }}{I-I_{ g }}\right) G
$
If the current I is $p$ times the current $I _{ g }$ then $I = pl _{ g }$. Using this in the above expression, we get,
$
S =\frac{G I_{ g }}{p I_{ g }-I_{ g }} \text { OR } S =\frac{G}{p-1}
$
This is the required shunt resistance to increase the range $p$ times.

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

A wire under a certain tension, gives a note of fundamental frequency $320 Hz$. When the tension is changed, the frequency of the fundamental note rises to $480 Hz$. Compare the tensions in the wire.
The equation of a simple harmonic progressive wave is given by $y=0.05 \sin \pi\left(20 t-\frac{x}{6}\right)$, where all quantities are in SI units. Calculate the displacement of a particle at $5 m$ from the origin and at the instant 0.1 second. Also find the phase difference between two particles separated by $5 m$.
What is the difference between a musical sound and a noise?
How does the electric field inside a dielectric decrease when it is placed in an external electric field?
State the expression for the self inductance of a solenoid. Hence show that the SI unit of magnetic permeability is the henry per metre.
A dynamo attached to a bicycle has a 200 turn coil, each of area $0.10 m ^2$. The coil rotates half a revolution per second and is placed in a uniform magnetic field of $0.02 T$. Find the maximum voltage generated in the coil.
A circular loop of radius $9.7\ cm$ carries a current $2.3\ A.$ Obtain the magnitude of the magnetic field
(a) at the centre of the loop
(b) at a distance of $9.7\ cm$ from the centre of the loop but on the axis.
A particle performs SHM of amplitude $10 cm$. Its maximum velocity during oscillations is $100 cm / s$. What is its displacement, when the velocity is $60 cm / s$ ?
Determine the length of a pipe open at both ends which is in unison with a pipe of length $20\ cm$ closed at one end, in the fundamental mode. Ignore the end correction.
What is a wavefront? How is it related to rays of light? What is the shape of the wavefront at a point far away from the source of light?