Explore topic-wise InterviewSolutions in Current Affairs.

This section includes 7 InterviewSolutions, each offering curated multiple-choice questions to sharpen your Current Affairs knowledge and support exam preparation. Choose a topic below to get started.

1.

Name some of the famous sanctuaries of India.

Answer»

Periyar, Chandraprabha, Etumagaram etc. are some of the famous sanctuaries of India.

2.

Write varieties of malta (sweet orange).

Answer»

Musambi, Jaffa, Blood red, Valencia.

3.

Find the compound ratio of 1:2, 2:3 and 3:5.

Answer»

Compound ratio = \(\frac{1}{2}\) x \(\frac{2}{3}\) x \(\frac{3}{5}\)\(\frac{1}{5}\)

= 1: 5

4.

Find the compound ratio of 3 : 4 and 4: 7.

Answer»

Compound ratio = \(\frac{3}{4}.\frac{4}{7}\)

\(\frac{3}{7}\) = 3 : 7

5.

Two blocks of masses 8 kg and 2 kg respectively lie on a smooth horizontal surface in contact with one other. They are pushed by a horizontally applied force of 15 N. Calculate the force exerted on the 2 kg mass.

Answer»

Mass of first block m1 = 8 kg 

Mass of second block m2 = 2 kg 

Total mass M = 8 + 2 = 10 kg 

Force applied F = 15 N 

∴ Acceleration a =\(\frac{F}{M}\)

\(\frac{15}{10}\) = 1.5 m/s2 

Force exerted on the 2 kg mass, 

F = ma 

= 2 × 1.5 = 3 N

6.

Why a spanner with a long handle is preferred to tighten screws in heavy vehicles?

Answer»

When a spanner is having a long handle, the turning effect of the applied force is more when the distance between the fixed edge and the point of application of force is more. Hence a spanner with a long handle is preferred to tighten screws in heavy vehicles.

7.

If a badminton ball and a cricket ball hit you with same speed, which one hurts you more and why ? A) Badminton ball – more momentum B) Cricket ball – less momentum C) Badminton ball – less momentumD) Cricket ball – more momentum

Answer»

D) Cricket ball – more momentum

8.

A heavy truck and bicycle hit a wall, with same velocity. More damage to the wall expected from A) heavy truck B) bicycle C) both D) nothing will happen

Answer»

A) heavy truck

9.

You are travelling in a bus with 40 km/hr speed. Then your speed related to the observer standing out side of the bus is A) zero B) 40 km/hr C) 40 × 9.8 km/hr D) none

Answer»

Correct option is B) 40 km/hr

10.

The velocity of a small object that has separated from a rocket moving in free space with velocity of 11 km/s is A) 0 km/s B) 11 km/s C) 11 × 9.8 km/s D) None

Answer»

Correct option is B) 11 km/s

11.

Why does a rubber band become loose after repeated use?

Answer»

1. After repeated use of rubber band, its stress-strain curve does not remain linear. 

2. In such case, since rubber crosses its elastic limit, there is a permanent set formed on the rubber due to which it becomes loose.

12.

Can a rocket operate in free space?

Answer»

Yes. a rocket operate in free space.

13.

A mass 'm' is revolving in a vertical circle at the end of a string of length 1 m. Find difference between the tension at the lowest point and the tension at the highest point.

Answer»

T1 = T2 = m21/r + mg + = m/r (v21 + gr)

T2 = LH  = m/r(v21 - 2gh) + mg({r - h}/{r})

Since h = 2r

We have, T2 = m/r(v21 - 4gr) + mg({r - 2r}/{r})

= m/r(v21 - 4gr) - mg

Therefore, T1 - T2 = m/r(v21 + gr) - m/r(v21 + 4gr) + mg

= 6 mg

14.

How does air friction affect the maximum height of a projectile?

Answer»

The maximum height of a projectile is reduced due to air friction.

15.

Explain why jet planes cannot move in air free space but rockets can move?

Answer»

Jet planes use atmospheric oxygen for their fuel but rockets carry their own fuel and don’t depend on atmospheric oxygen.

16.

Read the paragraph and answer the questions:Paragraph(a) When a bat strikes a ball, the ball exerts an equal and opposite force on the bat. The force : acting on the ball projects it with high velocity, Due to the large mass of bat compared to ball, reaction force on the bat slows down the bat’s motion. (b) When a bullet is fired from a gun, the gun exerts a force on the bullet in the forward direction. This is the action force. The bullet also exerts an equal force on the gun in the backward direction. This is the reaction force. Due to the large mass of the gun, it j moves only a little distance backward. This backward movement of the gun is called the recoil of the gun. (c) In a rocket, burning fuel creates a push on the front of the rocket pushing it forward. This creates an equal and opposite push on the exhaust gas backwards.(i) Which of Newton’s law examples are given here?(ii) When a rifle is fired it is pushed back this movement is called what?(iii) What does the ball acquire after it gets velocity?(iv) State newton’s 1st law of motion(v) Which force is required to produce motion in an object?

Answer»

(i) Newton’s 3rd law is stated by the above example

(ii) Movement of rifle getting pushed back after firing is called recoil.

(iii) The ball acquires momentum after it gets velocity.

(iv) An object continues to remain at rest or in a state of uniform motion along a straight line unless an external unbalanced force acts on it.

(v) Unbalanced force is required to produce motion in an object.

17.

Explain the difference between potential energy and kinetic energy.

Answer»
Kinetic EnergyPotential Energy
(i) Kinetic energy is the energy possessed by the body due to its motion.(i) Potential energy is the energy possessed by the body because of its shape or position.
(ii) K.E = 1/2 mv2(ii) P.E = mgh
(iii) e.g., flowing water, such as when falling from a waterfall.(iii) e.g., water at the top of a waterfall, before the drop.
18.

Is it reasonable to expect the coefficient of friction to exceed unity?

Answer»

In case of normal plane surfaces, the coefficient of friction is less than unity. But, when the surfaces are so irregular that sharp minute projections and cavities exist on the surfaces, the coefficient of friction may exceed unity.

19.

A body of mass m is resting on another body of mass M as shown in the fig. The coefficient of static friction between the two surface is μ. There is no friction between mass M and horizontal surface. What minimum force F should be applied to M so that the load m will just begin to slide along it.

Answer»

Acceleration a = {F}/{m + M}

Force experienced by m' = ma = {mF}/{M + m}

The body of mass m will just begin to slide when the force experienced by 'm' just exceeds μmg.

i.e., {Fm}/{M + m} = μmg

⇒ F = μg.(M + m)

20.

Can centripetal force produce rotation?

Answer»

No, A centripetal force can move a body along a circular path but it cannot produce rotational motion.

21.

At which place on the earth, the centripetal force is the maximum?

Answer»

F = mv2/r, is maximum at the pole.

22.

Is the acceleration of a body moving in a circle with uniform speed constant?

Answer»

No, it has constant magnitude but direction changes from instant to instant.

23.

Out of the following, which has the highest and the lowest magnitude? Limiting friction, kinetic friction, rolling friction?

Answer»

Limiting friction has the highest magnitude and rolling friction has the lowest magnitude.

24.

What is the direction of the force of friction with respect to the motion of the body?

Answer»

The direction of the force of friction is always opposite to the direction of external force. It may or may not be in the direction of motion.

25.

What is Fundamental quantities ?

Answer»

The physical quantities which can be treated as independent of other physical quantities and are not usually defined in terms of other physical quantities are called fundamental quantities. The seven fundamental quantities are mass, length, time, electric current, temperature, luminous intensity and amount of substance.

26.

The displacement that occurs in unit time is called …………(a) displacement (b) distance (c) velocity (d) acceleration

Answer»

Correct option is: (c) velocity

27.

What are the dimensions?

Answer»

Dimensions of a physical quantity are the powers to which the fundamental quantities must be raised to obtain the unit of a given physical quantity.

28.

Van de Graff generator is a machine which genrerates A. High Current B. High Voltage C. High current and high voltage both D. Only Low current

Answer»

B. High Voltage

29.

The unit of velocity in the SI system is …………(a) cm/s (b) m/s2 (c) um/s2 (d) m/s

Answer»

Correct option is: (d) m/s

30.

Find out the correlationBalanced force : Body at rest :: Force equation : Mass x acceleration

Answer»

Correct answer is: Body at rest

31.

Tabulate two units connected to the name of personals

Answer»
Namemeasurementsunitssymbol
Alessandro volta
Blaise pascal
Sir isacc newton
Potential differance
pressure
force
volt
pascal
Newton
v
Pa
N
32.

Van de Graff generator is a machine which generates A) High current B) High voltage C) High current and high voltage D) Only low current

Answer»

The correct option is B) High voltage.

A Van de Graff generator is an electrostatic generator which uses a moving belt to accumulate electric charge on a hollow metal globe on the top of an insulated column, creating very high electric potentials. It produces very high voltage direct current (DC) electricity at low current levels.

33.

To describe an object’s momentum, we must specify its …………….. and …………….. (a) Mass and displacement (b) Mass and direction (c) Mass and velocity (d) Mass and acceleration

Answer»

Correct option is: (c) mass and velocity

34.

v2 = u2 + 2as is the relation between and …………….. . (a) speed and velocity (b) distance and acceleration (c) displacement and velocity (d) speed and distance

Answer»

Correct option is: (c) displacement and velocity

35.

Why is friction a non-conservative force?

Answer»

It is because, work done against friction along a closed path is non-zero.

36.

Choose the derived quantities from following. a. Length b. volume c. time d. temperature e. density f. velocity g. intensity of light

Answer»

volume, density, velocity

37.

What are derived quantities?

Answer»

The quantities, which are derived from fundamental quantities are called derived quantities.

38.

Define Derived quantities.

Answer»

The physical quantities whose defining operations are based on other physical quantities are called derived quantities.

39.

Name the fundamental quantities.

Answer»

Mass, length, time, temperature, amount of substance, luminous intensity and electric current.

40.

……….. cause a change in the state of an object at rest or in uniform motion. (a) Balanced forces (b) Zero forces (c) Unbalanced forces (d) None of them

Answer»

Correct option is: (c) Unbalanced forces

It's an unbalanced force...

When two forces acting on an object are not equal in size, we say that they are unbalanced forces.

ans: C---unbalanced force

41.

………is the relation between displacement and time.(a) v = u + at (b) v2 = u2 + 2as(c) s = ut + 1/2 at2 (d) v = u + 2as

Answer»

Correct option is: (c) s = ut + 1/2 at2

42.

Two masses M and m are connected to the two ends of an inextensible string. The string passes over a smooth frictionless pulley. Calculate the acceleration of the masses and the tension in the string. (Given M > m)

Answer»

Let a = acceleration with which the mass "M" moves downwards and mass "m" moves upwards.

T = tension in the string

Net downward force acting on mass M is

F = Mg - T

But F = Ma

Hence, Ma = Mg - T    ...(i)

Net upward force acting on mass 'm' is

ma = T - mg    ....(ii)

Adding (i) and (ii), we get

(M + m)a = g(M - m)

⇒ a = ({M - m}/{M + m}) x g

Putting this value in equation (ii), we have

m({M - m}/{M + m})g = T - mg

⇒ T = mg[{M - m}/{M + m} + 1]

= [{2M}/{M + m}] x g

43.

What is rolling friction?

Answer»

Rolling friction is defined as the force of friction acting when a body rolls over the other body.

44.

Which is more, sliding friction or rolling friction?

Answer»

Rolling friction is much less than the sliding friction.

45.

What is sliding friction?

Answer»

The frictional force that opposes the relative motion between the surfaces when one body slides over the other body is called sliding friction.

46.

What is frictional force?

Answer»

The force, which opposes the motion of one body over the other in contact with it, is called frictional force.

47.

What are derived quantities? Give examples.

Answer»

The quantities, which are derived from fundamental quantities, are called derived quantities. E.g: Velocity is derived from length and time, Charge is derived from current and time. Area is derived from length, Volume is derived from the length, etc. 

48.

The force necessary to cause an acceleration of 1 m/s2 in an object of mass 1 kg is called ……(a) 1 dyne (b) 1 m/s (c) 1 Newton (d) 1 cm/s

Answer»

Correct option is: (c) 1 Newton.

49.

What is the direction of force of friction?

Answer»

The force of friction is opposite to the direction of applied force and along the interacting surfaces. It is generally opposite to the direction of motion provided the cause of motion is now the force of friction itself, e.g., front wheel of a bicycle moves when placed on the ground but remains stopped when lifted from the ground. In this case force of friction is in the direction of motion because cause of motion is friction itself.

50.

State and prove the law of conservation of momentum.

Answer»

In a closed system, the total linear momentum of the system remains constant or conserved.

Proof: Consider two bodies A and B of masses m1 and m2 moving in the same direction with uniform velocities u1 and u2 respectively. After the collision let their uniform velocities be v1 and v2. Let ‘t’ be the time of impact.

Change in momentum of A

= m1v1 – m1u1

Rate of change of momentum of A

\(\frac{ m_1v_1-m_1μ_1}{t}\)

Change in momentum of B

= m2v2 – m2u2

Rate of change of momentum of B

\(\frac{ m_2v_2-m_2μ_2}{t}\)

If F1 is the force exerted by A on B then according to second law, 

F1\(\frac{ m_2v_2-m_2μ_2}{t}\)(action)

If F2 is the force exerted by B on A then

F2\(\frac{ m_1v_1-m_1μ_1}{t}\) (reaction)

According to Newton’s third law, action and reaction are equal and opposite i.e.

F1 = – F2

 \([\frac{ m_2v_2-m_2μ_2}{t}]\) = - \(\frac{ m_1v_1-m_1μ_1}{t}\)

m2v2 – m2u2 

= – m1v1 + m1u1

OR

m1u1 + m2u2 

= m1v1 + m2v2

i.e., Total momentum before collision = Total momentum after collision. Hence the momentum is conserved.