




Study with the several resources on Docsity
Earn points by helping other students or get them with a premium plan
Prepare for your exams
Study with the several resources on Docsity
Earn points to download
Earn points by helping other students or get them with a premium plan
NEET grade 11 physics revision vedantu notes ncert
Typology: Study notes
1 / 8
This page cannot be seen from the preview
Don't miss anything!





(a) Scalar quantity (b) Vector quantity
(c) Both of the above (d) None of the above
it from infinity to any point in the field is called
(a) Electric potential at that point
(b) Electric intensity at that point
(c) Capacity
(d) Electric potential energy at that point
square of distance r.
(a) The potential at a distance r from an isolated
point charge
(b) Electric field at distance r from an isolated point
charge
(c) The force per unit length between two thin
straight charged conductors separated by distance r
(d) Electrostatic force between two large charged
sheets kept at small separation apart.
in taking a point charge from P to A, W B to take the
point charge from P to B and W C from P to C, then
(a) A B C
W W W (b) A B C
(c) A B C
W W W (d) A B C
charge Q coulomb is Q × 10
11 V. The electric field at
that point is
(a) 4π 0
22 V/m
(b) 12π 0
22 V/m
(c) 8π 0
22
V/m
(d) 24π 0
22
V/m
cm apart in air. There will be a point P on the line
joining these charges and outside the region between
them, at which the electric potential is zero. The
distance of P from 6 Ccharge is
(a) 0.10 m (b) 0.15 m
(c) 0.20 m (d) 0.25 m
at the vertices B and C of an isosceles triangle. The
potential at the vertex A is
(a)
2 2
0
q
a b
(b) Zero
(c)
2 2
0
q
a b
(d)
2 2
0
q
a b
electric field generated by another point charge Q.
The work done by the electric field on the rotating
charge in one complete revolution is
(a) zero
(b) positive
(c) negative
(d) zero if the charge Q is at the centre and nonzero
otherwise.
10 cm. Find the work done in moving the charge of
10 μC between two diagonally opposite points on the
square.
(a) 2 J (b) 0 J
(c) 4 J (d) 25 J
the work done in taking a small charge of –2 × 10
from a point P (0, 0, 3 cm) to a point Q (0, 4 cm, 0),
via a point R (0, 6 cm, 9 cm).
(a) 1.2J (b) 2J
(c) 4J (d) 1J
magnitude are kept at 0,0,
a
and 0, 0,
a
respectively. The work done by the electric field
when another positive point charge is moved from (–
a, 0, 0) to (0, a, 0) is
(a) positive
(b) negative
(c) zero
(d) depends on the path connecting the initial and
final positions
one at each corner of the square. The relation
between Q and q for which the potential at the centre
of the square is zero is
(a) Q = − q (b)
q
(c) Q = q (d)
q
8
1
q 2 10 C
8
2
q 2 10 C
8
3
q 3 10 C
and
8
4
q 6 10 C
are placed at four
corners of a square of side 2 m. What is the
potential at the centre of the square?
(a) 270 V (b) 300 V
(c)Zero (d) 100 V
equipotential surfaces?
(a) They do not cross each other
(b) They are concentric spheres for uniform electric
field
(c) Rate of change of potential with distance on them
is zero
(d) They can be imaginary spheres
electric field?
(a) Equipotential surface is flat
(b) Equipotential surface is spherical
(c) Electric field lines are perpendicular to
equipotential surface
(d) Work done is zero
equipotential surface is
(a) finite and positive (b) infinite
(c) finite and negative (d) zero
(a) All points are at same potential
(b) no two points can have same potential
(c) pair of points separated by same distance must
have same difference of potential
(d) none of these
object A than they are near an object B, we can
conclude
(a) The potential near A is greater than near B
(b) The potential near A is less than near B
(c) The potential near A is equal to potential near B
(d) nothing about relative potential be predicted
field E as shown in the fig. V A
B
C and V D are
respectively the potentials of points A, B, C and D on
the circle then: -
(a) , A C B D
V V V V (b) , A C B D
(c) , A C B D
V V V V (d) , A C B D
Consider a point A as origin point. The coordinates
of point B are equal to (0, 2) m. The coordinates of
point C are (2, 0) m. At points A B, and C, electric
potentials are , , A B C
V V and V respectively. From the
following options, which is correct?
(a) A C B
V V V (b) A B C
(c) A B C
V V V (d) A C B
charge at any point (x,y,z) is given by
2
V 3 x 5 ,
where x, y are in metre and V is in volt. The intensity
of the electric field at
is
(a)
1
17 Vm
(b)
1
17 Vm
(c)
1
12 Vm
(d)
1
12 Vm
axis which is uniform. Given AB 2 3 mand BC =
4 m. Points, A, B, and C are in XY plane. Find the
potential difference V A
B between the points A and
(a) 3E (b) 4E
(c) E (d) 2E
electrostatic potential energy of the system
(a) decreases (b) increases
(c) remains same (d) becomes zero
region to a high potential region, then electric
potential energy
(a) decreases
(b) increases
(c) remains same
(d) may increase or decrease
line as shown. If the total potential energy of the
system is zero, then the ratio q/Q is
(a) 2 (b) 5.
(c) 4 (d) 1.
equilateral triangle as shown in figure. For what
value of Q, the electrostatic potential energy of the
system is zero?
(a) – q (b) q/
(c) – 2q (d) – q/
q and 2
q are placed 30 cm apart, as
shown in the figure. A third charge 3
q is moved
along the arc of a circle of radius 40 cm from C to D.
The change in the potential energy of the system is
3
0
q
k
where k is
(a) 8q 1 (b) 6q 1
(c) 8q 2 (d) 6q 2
origin O. Work done in taking another point charge –
Q from the point A [coordinates (0, a)] to another
point B [coordinates (a; 0)] along the straight path
AB is:
(a) Zero (b) 2
0
a
(c)
2
0
qQ a
(d)
2
0
a
the vertices of an equilateral triangle of side a. The
work done by some external force to increase their
separation to 2a will be
(a)
2
0
q
(b)
2
0
q
(c) 2
0
q
(d) zero
from rest through a potential difference V in vacuum.
The final speed will be:
(a)
2 eV
m
(b)
e
v
m
(c)
3 eV
m
(d)
2 eV
m
electron. When it is accelerated by a potential
difference of 1 kV, its kinetic energy will be:
(a) 1840 keV (b) 1/1840 keV
(c) 1 keV (d) 920 keV
uniform electric field ‘E’. The work done in rotating
the dipole by 90° is
(a) pE/2 (b) 2 p E
(c) p E (d) 2 p E
q and its dipole moment is p. It is placed in uniform
electric field E. If its dipole moment is along the
direction of the field, the force on it and its potential
energy are respectively
(a) q. E and max. (b) 2 q. E and min.
(c) q. E and p.E (d) zero and min.
field. The field lines follow the path(s) shown in
figure as
(a) 1 (b) 2
(c) 3 (d) 4
represent electrostatics field lines
(a) i, ii, iii, iv (b) i, ii, iii only
(c) i, iii, iv only (d) ii, iii, iv only
conducting sphere. Which of the following electric
force pattern is correct?
(a) (b)
(c) (d)
thin spherical shell of charge Q and radius R at a
distance r from the centre is
(a)
0
for points outside and
0
for points
on surface of the sphere
(b)
0
for both points inside and outside the shell
(c) zero for points outside and
0
for points
inside the shell
(d) zero for both points inside and outside the shell
surface charge density. The ratio of their potential is
(a) R 1
2 (b) R 2
1
(c) (R 1
2
2
(d) (R 2
1
2
the centre. What is electric potential at the centre
(a)
0
(b)
0
(c)
0
(d)
0
drops are combined is 20 V. Then, the potential of
each single drop was
(a) 10 V (b) 7.5 V
(c) 5 V (d) 2.5 V
throughout the volume. At what distance from its
centre is the electric potential
of the potential at
the centre?
(a)
(b)
(c)
(d)
potential difference between its surface and a point at
a distance 3r from the centre is V, then electric field
intensity at a distance 3r is
(a)
r
(b)
r
(c)
r
(d)
r
hollow sphere of radius R is V then electric field at a
distance r from the centre of sphere will be (r > R) :
(a) 2
r
(b) 2
Vr
(c)
r
(d) 2 2
R r
hollow spherical shell has a net charge of – 50e.
What is the charge on the shell’s outer surface?
(a) – 50 e (b) Zero
(c) – 100 e (d) + 100 e
potential V coalesce to form a single bigger drop.
The potential of new drop will be
(a) V/n (b) nV
(c)
2
nV (d)
2/ 3
n V
centre at the origin carrying uniform positive surface
charge density. The variation of the magnitude of the
electric field |E (r)| and the electric potential V (r)
with the distance r from the centre, is best
represented by which graph?
(a)
(b)
(c)
(d)
unequal positive charges. Then,
(a) the outer sphere is always at a higher potential
(b) the inner sphere is always at a higher potential
(c) both the spheres are at the same potential
(d) no prediction can be made about their potentials
unless the actual values of charges and radii are
known
They have similar charge and equal surface charge
centre is (where, 0
(a)
0
(b)
0
(c)
0
(d)
0
a solid sphere of radius R. It is covered by a
concentric hollow conducting sphere of radius 2R.
Find the charge on outer surfaces of hollow sphere if
it is earthed.
(a)
q
(b) 2 q
(c) 4 q (d) Zero
charge +Q, is placed inside an equal and oppositely
charged conducting shell of radius b such that their
centers coincide. Determine the potential at a point
which is at a distance c from center such that a < c <
b.
(a)
k
c b
(b)
k
a b
(c)
k
a b
(d)
k
c b
a distance r is replaced by a dielectric medium of
dielectric constant K, the force between the charges
is
(a) remain unchanged (b) 1/K times
(c) 2
times
(d)
2
K times
charges coincide with each other?
(a) Bipolar (b) Unipolar
(c) Non-polar (d) Polar
electric field called?
(a) Dielectric strength
(b) Dielectric susceptibility
(c) Polarisation density
(d) Electric susceptibility
unit volume of a dielectric when placed in an external
electric field called?
(a) Polarisation density
(b) Polarisation susceptibility
(c) Electric susceptibility
(d) Relative permittivity
charges through it but permits them to exert
electrostatic forces on one another through it. Identify
(a) Polar molecule (b) Dielectric
(c) Non-polar molecule (d) Equipotential
(a) Farad (b) Coulomb
(c) Joule/ Coulomb (d) Volt
defined as
(a) ratio of charge to its potential
(b) ratio of potential to the charge
(c) Work done per unit charge on it
(d) work done to circulate unit positive charge
through complete circuit
V and –10 V. The charge on one of the plates is 40 C.
The capacitance of the capacitor is
(a) 2 F (b) 4 F
(c) 0.5 F (d) 0.25 F