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.

32 tuning forks are arranged in descending order of frequencies. If any two consecutive tuning forks are sounded together, the number of beats heard is eight per second. The frequency of the first tuning fork is octave of the last fork. Calculate the frequency of the first, last and the 21st fork.

Answer»

Data : n1 = 2n32 , (n1 is octave of n32) beat frequency = 8 Hz 

The set of tuning forks is arranged in descending order of their frequencies.

∴ n2 = n1 – 8 

n3 = n2 – 8 = n1 – 2 × 8 

n4 = n3 – 8 = n1 – 3 × 8 

∴ n32 = n1 – 31 × 8 = n1 – 248 

Since n1 = 2n31 , n32 = 2n32 – 248

∴ The frequency of the last fork, n32 = 248 Hz 

The frequency of the first fork, n1 = 2n32= 2 × 248 = 496 Hz 

∴ The frequency of the 21st fork, n21 = n1 – 20 × 8 = 496 -160 = 336 Hz

2.

Two strings A and B are identical except that the diameter of A is twice the diameter of B. The ratio of the frequency of sound from A to that from B is(A) 2 : 1 (B) √2: 1 (C) 1 : √2(D) 1 : 2.

Answer»

Correct option is (D) 1 : 2.

3.

What is the linear density of a wire of mass density 8 g/cm3 and cross-sectional radius 0.05 mm ?

Answer»

Linear density of the wire 

= πr2

= π(5 × 10-3)2 (8) 

= 2π × 10-4 g/cm.

4.

Why are strings of different thicknesses and materials used in a sitar or some other such instruments?

Answer»

The linear density of a string, m = πr2p, where r is the radius of cross section of the string and p is the mass density of its material. By the law of mass of a vibrating string, the frequency of vibrations n of the string is inversely proportional to √m. Therefore, n ∝ 1/r and n ∝ \(\frac 1{\sqrt\mu}\). Hence, the strings of different thicknesses and materials in a stringed musical instrument like sitar can be set to different scales

5.

What is a progressive wave?

Answer»

A progressive wave or wave motion is a periodic or oscillatory disturbance in a medium or in a vacuum that is propagated without any damping and obstruction from one place to another at a finite speed. 

[Note: A progressive wave is also called a traveling wave.]

6.

Two strings, A and B, have the same tension and length. The string A has a mass m while the string B has a mass Am. If the speed of the waves in string A is v, that on string B is(A) 1/2v (B) v (C) 2v (D) v.

Answer»

Correct option is (A) 1/2v 

7.

A heavy string X is joined to a light string Y at point O. How will a pulse get reflected (1) travelling on the string X towards O (2) travelling on the string Y towards O ?

Answer»

(1) A pulse travelling on a heavy string will reflect without inversion at its boundary with a lighter string. Thus, a crest will reflect as a crest and a trough will reflect as a trough.

(2) When a pulse travelling on a light string encounters a boundary with a heavier string, the reflected pulse is inverted. Thus, a crest will reflect as a trough and vice versa.

8.

Define : 1. transverse 2. longitudinal progressive wave.

Answer»

1. A progressive wave in which the vibration of the individual particles of the medium is perpendicular to the direction of propagation of the wave is called a transverse progressive wave. 

2. A progressive wave in which the vibration of the individual particles of the medium is along the line of propagation of the wave is called a longitudinal progressive wave.

9.

When a longitudinal wave is incident at the boundary of a denser medium, then (A) a compression reflects as a compression (B) a compression reflects as a rarefaction (C) a rarefaction reflects as a compression (D) a longitudinal wave reflects as a transverse wave.

Answer»

(A) a compression reflects as a compression

10.

What is meant by reflection of a wave ?

Answer»

When a wave travelling in a medium is incident on a boundary with another medium, a part of it returns into the original medium with a change in its direction of propagation while a part of it is transmitted into the second medium. The phenomenon in which a part of the wave is returned into the original medium with reduction in its intensity and energy is called reflection.

11.

Find the speed of a transverse wave along a string of linear density 3.6 × 10-3 kg/m, when it is under a tension of 1.8 kg wt.

Answer»

Data : m = 3.6 × 10-3 kg/m, g = 9.8 m/s2

∴ T = 1.8 kg wt = 1.8 × 9.8N

The speed of transverse waves along the string is

v = \(\sqrt{\frac Tm}\) = \(\sqrt{\frac {1.8\times9.8}{3.6\times10^{-3}}}\) = 70 m/s

12.

A transverse wave is produced on a string 0.7 m long and fixed at its ends. Find the speed of the wave when it vibrates emitting the second overtone of frequency 300 Hz.

Answer»

Data : L = 0.7 m, n (second overtone) = 300 Hz 

In this case, three loops are formed on the string.

∴ L = 3\(\frac λ2\)

∴ λ = \(\frac {2L}3\)

∴ v = nλ = \(\frac {2}3\) nL

∴ v = \(\frac {2}3\) × 300 × 0.7 = 140 m/s

This gives the speed of the wave.

13.

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.

Answer»

Data : n1 = 320 Hz, n2 = 480 Hz Fundamental frequency is n = \(\frac1{2L}\)\(\sqrt{\frac Tm}\)

As the length (L) of the wire and its mass per unit length (m) are kept constant,

n ∝ √T

∴ \(\frac{n_1}{n_2}\) = \(\sqrt{\frac{T_1}{T_2}}\)

∴ The ratio of the tensions in the wire,

\({\frac{T_1}{T_2}}\) = \(({\frac{n_1}{n_2}})^2\) = \(({\frac{320}{480}})^2\) = \(({\frac{2}{3}})^2\) = \(\frac49\)

14.

The picture shows the revolt of 1857Give your opinion as to how the Revolt would have been successful.

Answer»

It would have been successful if it had been well organised and well planned or if it had involved the masses. It would have been successful if merchants, educated middle class and zamindars had supported it and the Indian soldiers had better weapons and goods generals.

15.

A transverse wave is produced on a stretched string 0.9 m long and fixed at its ends. Find the speed of the transverse wave, when the string vibrates while emitting second overtone of frequency 324 Hz.

Answer»

Data : L = 0.9 m, n (second overtone) = 324 Hz 

For the second overtone of a vibrating string,

λ = \(\frac23L\)

The speed of the transverse wave formed on the string, v = nλ

∴ v = n × \(\frac23L\) = 324 × \(\frac23\) x 0.9

= 324 × 0.6 = 194.4 m/s

16.

The speed of transverse waves on a vibrating string is 50 m/s. If the length of the string is 0.25 m, what is the fundamental frequency of vibration?

Answer»

Fundamental frequency, n = \(\frac v{(2L)}\) = \(\frac {50}{(2\times0.25)}\)

= 100 Hz

17.

The picture shows the revolt of 1857How far were the greased catridges responsible for the Revolt?

Answer»

It was an immediate cause which supplied the spark to ignite diy firewood awaiting to be ignited. Other causes like oppressive economic policy, aggressive annexation policy, religious social interference by the British were already there waiting to be triggered into Revolt. This was provided by the rumour that cartridges were greased with the fat of cow and pig and hence this enraged the Hindus and Muslims.

18.

Choose the correct answer:The rumour regarding greased cartidges started in Madras/ Calcutta/Delhi.

Answer» The rumour regarding greased cartidges started in Calcutta.
19.

Choose the correct answer:Mangal Pandey was a sepoy at Barrackpore/Nagpur/Satara, who refused to use the greased cartidges in 1857.

Answer»

Mangal Pandey was a sepoy at Barrackpore, who refused to use the greased cartidges in 1857.

20.

The length of air column in a resonance tube for fundamental mode is 16 cm and that for second resonance is 50.25 cm. Find the end correction.

Answer»

Data: l1 = 16 cm, l2 = 50.25 cm 

End correction,

e = \(\frac{I_2-3I_1}2\)

\(\frac{50.25-3\times16}2\) = \(\frac{2.25}2\) = 1.125 cm

21.

The value of end correction for an open organ pipe of radius r is (A) 0.3 r (B) 0.6 r (C) 0.9 r (D) 1.2 r.

Answer»

Correct option is (D) 1.2 r.

22.

Calculate the fundamental frequency of an air column in a tube of length 25 cm closed at one end, if the speed of sound in air is 350 m/s.

Answer»

v = 350 m/s, L = 25 cm = 0.25 m

∴ The fundamental frequency of the air column is

n = \(\frac v{4L}\) = \(\frac{350}{4 \times 0.25}\) = 350 Hz

23.

The speed of sound in air at room temperature is 350 m/s. A pipe is 35 cm in length. Find the frequency of the third overtone in the pipe when it is (i) closed at one end (ii) open at both ends. Ignore the end correction.

Answer»

Data : v = 350 m/s, L = 35 cm = 35 × 10-2

(i) For a pipe closed at one end, the fundamental frequency is

nc\(\frac v{4L}\) = \(\frac{350}{4\times35\times10^{-2}}\) = 250 Hz

As only odd harmonics are present in this case, the frequency of pth overtone is np = (p × 2 + 1) nc

∴ The frequency of the 3rd overtone is

n3 = (3 × 2 + 1)nc = 7nc = 7 × 250 = 1750 Hz

(ii) For a pipe open at both ends, the fundamental frequency is

nO\(\frac v{2L}\) = \(\frac{350}{2\times35\times10^{-2}}\) = 500 Hz

In this case, all harmonics are present. 

∴ The frequency of the pth overtone is

np = (p + 1) no

∴ The frequency of the 3rd overtone is n3 = (3 + 1) no = 4no = 4 × 500 = 2000 Hz

24.

A tube open at both ends is 47 cm long. Calculate the fundamental frequency of the air column. (Ignore the end correction. Speed of sound in air is 3.3 × 102 m/s.)

Answer»

Data : L = 47 cm = 0.47 m, v = 330 m/s. 

The fundamental frequency of the air column,

n = \(\frac v{2L}\) = \(\frac{330}{2\times0.47}\) = \(\frac{165}{0.47}\) = 351.1 Hz

25.

A pipe which is open at both ends is 47 cm long and has an inner diameter of 5 cm. If the speed of sound in air is 348 m/s, calculate the fundamental frequency of the air column in that pipe.

Answer»

Data : l = 47 cm = 0.47 m, d = 5 cm = 0.05 m, 

v = 348 m/s 

e = 0.3 d = 0.3 × 0.05 = 0.015 m 

As the tube is open at both ends, the corrected length (L) is 

L = l + 2e = 0.47 + (2 × 0.015) = 0.5 m 

∴ The fundamental frequency of the air column is

n = \(\frac v{4L}\) = \(\frac{348}{2\times0.5}\) = 348 Hz

26.

The substances that sublime can be made to liquefy by:A. Heating them under pressureB. Heating them at low pressureC. Cooling them under pressureD. Cooling them at low pressure

Answer»

Sublimation is the process of conversion of a substance from solid state to gaseous state without entering the liquid state. When more pressure is applied, the gaseous particles would come closer and closer (because of compression) and tend to form liquids. The heat energy supplied under pressure will then force the solid to convert into liquid state, as now it cannot sublime due to the pressure applied over it.

27.

Which is not formed by the physical mixture of two substances is called (a) Mixture (b) Compound (c) Colloid (d) Suspension

Answer»

Mixture is not formed by the physical mixture of two substances is called.

28.

Give Reasons for the Following:Why is it difficult to balance our body when we accidentally step on the peel of banana?

Answer»

We are able to walk due to force of friction. Friction is a contact force and arises when two objects are in direct contact with each other. While walking our feet exerts force on the ground pushing it backwards and the ground exerts equal and opposite reaction to our feet helping us to move forward. When we step on banana peel, the friction force between the feet and the peel decreases and we are not able to move forward and slip.

29.

“The world itself is the greatest fairy tale.” What does the word ‘fairy tale’ mean here?

Answer»

The word ‘fairy tale’ means on account of strange incidents and stories about fairies here.

30.

How can we make friends with the objects of nature?

Answer»

If we go to the objects of nature affectionately and with friendship, we can make them friends.

31.

How can we make friends with the objects of nature?

Answer»

If we go to the objects of nature affectionately and with friendship, we can make them friends.

32.

That was much more interesting than many of my talks with the grown ups. What does the word ‘that here refer to?

Answer»

Pandit Nehru found the children in America, Canada and England very like the children of India. So he made friends and played with them a little. The word ‘that’ refers to the playing with the children of those countries.

33.

That was much more interesting than many of my talks with the grown ups. What does the word ‘that here refer to?

Answer»

Pandit Nehru found the children in America, Canada and England very like the children of India. So he made friends and played with them a little. The word ‘that’ refers to the playing with the children of those countries.

34.

What do the grown ups imagine about themselves? What is its result?

Answer»

The grown ups imagine about themselves that they are different from the people of other countries. Its result is that they deliberately make themselves different from others.

35.

What do the grown ups imagine about themselves? What is its result?

Answer»

The grown ups imagine about themselves that they are different from the people of other countries. Its result is that they deliberately make themselves different from others.

36.

What are the non-conventional energy resources?

Answer»

The resources that : 

1. have not been used traditionally. 

2. are inexhaustible and continuous. 

3. That can be used in various forms again and again are called non-conventional energy resources. 

4. e.g.: solar energy, wind energy, tidal energy, hydal power.

37.

Which forms of energy from the sun is used in solar energy devices?

Answer»

1. Heat energy from the sun is used in solar cookers, solar water heaters, solar driers. 

2. Light energy from the sun is used in solar cells, solar panels.

3. Solar electric plants have the capacity to produce electricity on large scale.

38.

Choose the correct answer:The Muslim League was established in 1905/1906/1913.

Answer» The Muslim League was established in 1906.
39.

Why have we accepted the principle of secularism?

Answer»

We have great linguistic and religious diversity in our country and in order to preserve this diversity in a sound and healthy manner we have adopted the principle of secularism.

40.

Complete the analogy:(i) Secularism : religious harmony :: progress : _______.(ii) Prejudices or misconceptions : ________ :: compromise and understanding : tolerance.

Answer»

(i) Cooperation

(ii) conflidsw

41.

What is it that shows the unity in Indian society?

Answer»
  • There are many languages, religions, cultures, customs and traditions in the Indian society but despite our differences we are living together for many years. 
  • This has developed a feeling of oneness amongst us and this oneness has lead to unity in the Indian society.
42.

You see two children quarrelling. What would you do?

Answer»
  • I will explain to the children that quarelling with one another is bad. 
  • I will advise them to resolve conflicts through understanding and with a spirit of friendship. 
  • I will explain to them the importance of tolerance.
43.

You are the Chief Minister of the school cabinet. What are the functions you would perform?

Answer»

I would perform the following functions as the chief minister of the school cabinet:

  • Maintain discipline and order in school. 
  • Ensure that the different committee members of the school cabinet are doing their duties well. 
  • Coordinate with all the ministers to ensure that the day-to-day activities of the school are carried out in an organised manner.
44.

How can we perform different roles?

Answer»

Each individual has several roles and responsibilities and duties of every role are well-defined. While playing these roles, we form bonds with many people. However, changes may occur in the part we play.

45.

What are the advantages of cooperation?

Answer»
  • Cooperation makes interdependence in society healthier and allows inclusion of everybody in the society. 
  • It is a process of inclusion and of moving ahead, taking along all the sections of society
46.

How can conflicts end?

Answer»

Conflicts can end when people make effort to understand each other and show a spirit of tolerance.

47.

Name the following:Two essential factors which are important for regulation of society:

Answer»

Laws, traditions.

48.

How will you ensure that you contribute – towards national unity?

Answer»
  • I will ensure that I respect all the people of the country. 
  • I will develop a secular attitude and work towards national integration.
49.

Name the following:The spirit which end conflicts.

Answer»

The tolerance.

50.

Name the following:Any two aspects wherein diversity is witnessed in India.

Answer»

Language, religion.