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.

The social reformer of Maharashtra who became famous by his pen name lokhitwadi was (a) Atmaram Panduranga (b) Bal Gangadhar Tilak (c) Gopal Hari Deshmukh (d) KS Chaplunkar

Answer»

(c) Gopal Hari Deshmukh

2.

Who invented ‘www’ ?1. Vint Cerf2. Robert E. Kahn3. Charles babbage4. Tim Berners-Lee

Answer» Correct Answer - Option 4 : Tim Berners-Lee

The correct answer is Tim Berner-Lee.

  • Tim Berner-Lee:
    • He invented the World Wide Web in 1989. Hence, Option 4 is correct.
    • The full form of WWW is the World Wide Web.
    • The World Wide Web connected the world in a way that was not possible before and made it much easier for people to get information, share, and communicate.
    • It allowed people to share their work and thoughts through social networking sites, blogs, and video sharing.
    • Tim Berner-Lee was knighted by Queen Elizabeth II in the year 2004.
    • Internet Protocol was introduced by Robert E. Kahn and Vint Cerf in 1974.

  • World-Wide-Web:
    • It uses hypertext over the internet and the linked documents may be located at different internet sites.
    • It also consists of different text formats and different methods of organizing information.
    • It is the main method to access Internet resources. Special index documents have been created in the World Wide Web information space and these can be searched for given keywords.  And the result will be a new document that contains links to documents selected from the index.

  • Vint Cerf:
    • Widely known as the Father of the Internet, Cerf is the co-designer of the TCP/IP protocols and the architecture of the Internet.
  • Robert Kahn:
    • He is the co-inventor of the TCP/IP protocols and was responsible for originating DARPA’s Internet program.
    • Known as one of the Fathers of the Internet, Kahn demonstrated the ARPNET by connecting 20 different computers at the International Computer Communication Conference.
    • It was then that people realized the importance of packet switching technology.  
  • Charles Babbage:
    • He was born on Dec. 26, 1791, in England.
    • He was a polymath and became a mathematician, mechanical engineer, inventor, and philosopher.
    • He contributed to many different scientific fields but his most famous work is designing a programmable computing device.
    • He is considered the father of the computer and is given credit for devising the first-ever mechanical computer. His design served as the blueprint for other, more complex machines.
3.

Who among the following social reformer is related to Vishnoi Samaj?1. ​jamnalal bajaj2. Swami Keshwanand3. Guru Jambheshwar4. Raja Ram Mohan Roy

Answer» Correct Answer - Option 3 : Guru Jambheshwar

The correct answer is Guru Jambheshwar

  • Guru Jambheshwar was born in 1451 in Pipasar village of Nagaur district of Rajasthan.
  • He founded the "Vishnoi society" at the age of 34 years.
  • He gave 29 rules related to the livelihood of his community, hence it is called Vishnoi society.
  • Of their total 29 rules, 8 are related to biodiversity, 7 to social behavior, 10 to health, and 4 to the worship of God.
  • Guru Jambheshwar did invaluable service to humanity by donating food to the poor and in the famine.
  • Swami Keshwanand was a freedom fighter and social reformer.
  • He related to the jat family and born in the Sikar district in Rajasthan.
  • Jamnalal Bajaj was an industrialist and freedom fighter of India.
  • He was a follower of Mahatma Gandhi and Gandhiji considered him his adopted son.
  • Raja Ram Mohan Roy is considered the "architect of the Indian Renaissance" and the "father of modern India".
4.

The best examples of which script are found in the rock-cut edicts of Asoka?1. Grantha2. Brahmi3. Kadamba4. Sharada

Answer» Correct Answer - Option 2 : Brahmi

The correct answer is Brahmi.

  • The Edicts of Ashoka are a collection of more than thirty inscriptions on the pillars, as well as boulders and cave walls.
  • The edicts describe in detail Ashoka's view about dhamma, an earnest attempt to solve some of the problems that a complex society faced.
  • These edicts were deciphered by British archaeologist and historian James Prinsep.
  • These inscriptions proclaim Ashoka's adherence to the Buddhist philosophy which, as in Hinduism, is called dharma, "Law".

  • The inscriptions of Ashoka are found with the following scripts:
    • Magadhi Prakrit using Brahmi Script - in the central and eastern part of India
    • Prakrit using Kharoshti script - in north and northwest
    • Greek and Aramaic - in northwest India

 

Ashokan inscriptions are classified as below:

  • Major Rock Edicts: 14 Edicts and 2 separate ones found in Odisha; in Prakrit and Greek. 
  • Major Pillar Edicts: 7 Edicts, inscribed at the end of Ashoka's reign; in Prakrit.
  • Minor Rock Edicts: Edicts inscribed at the beginning of Ashoka's reign; in Prakrit, Greek and Aramaic.
  • Minor Pillar Edicts: Schism Edict, Queen's Edict, Rummindei Edict, Nigali Sagar Edict; in Prakrit.
5.

The famous social reformer Harvilas Sharda was related to the elimination of which social evil?1. Child marriage2. Slavery practice3. Sati Practice4. Thagi Practice

Answer» Correct Answer - Option 1 : Child marriage

The correct answer is Child marriage

  • Harvilas Sharda was one of the leading social reformers of India.
  • Harvilas Sharda was born on 3 June 1867 in Ajmer city of Rajasthan.
  • The Sharda Act was enacted in 1928 to prevent child marriages.
  • In the Sharda Act, the minimum marriage age of the girl was fixed at 14 years and that of the boy at 18 years.
  • Harvilas Sharda was a famous educationist, politician, social reformer, and writer of India.
  • The abolition of slavery was carried out by Governor-General Lord Ellenborough.
  • The practice of Sati was banned throughout British India on 4 December 1829 by Lord William Bentick.
  • The ban on cheating was imposed in 1830.
6.

Which Indian NGO won the 2017 United Nations Development Programme's (UNDP) Equator Prize for promoting an ecologically sustainable farming model?1. Smile Foundation2. Pratham3. Swayam Shikshan Prayog4. Samman Foundation

Answer» Correct Answer - Option 3 : Swayam Shikshan Prayog

The correct answer is Swayam Shikshan Prayog.

  • Swayam Shikshan Prayog (SSP) is a Pune based non-governmental organization which was co-founded by Prema Gopalan and Sheela Patel in 1998.
  • It aims to prop up female entrepreneurs in various areas such as agriculture, health and sanitation.
  • Swayam Shikshan Prayog is an Indian NGO which promotes inclusive, sustainable community development by empowering women in low-income areas and threatened communities.
  • Swayam Shikshan Prayog promotes women’s collectives by training them as farmers and entrepreneurs and thereby increasing their economic and social resilience.
  • The United Nations Framework Convention on Climate Change (UNFCCC) outlined in 2019 that Swayam Shikshan Prayog (SSP) had outstretched to over 4 million people in India, predominantly in Maharashtra, Bihar, Gujarat and Tamil Nadu.
  • Through Swayam Shikshan Prayog 1,100 female entrepreneurs working on clean energy systems in eight different districts.
7.

Who invented the 'Computer'?1. Einstein2. Charles Babbage3. Grenville4. Fahrenheit

Answer» Correct Answer - Option 2 : Charles Babbage

The correct answer is Charles Babbage.

  • Charles Babbage invented the 'Computer'.

  • Blaise Pascal had developed the first mechanical calculator in 1642 AD, which is called ‘Pascalene’.
  • British scientist Charles Babbage was the first person to conceive an automatic calculator or a computer in 1833.
    • He is called the ‘Father of modern computer’.
  • The credit for developing the first computer programme goes to Ada Lovelace, a student of Babbage.
  • Howard Aiken developed the first Mechanical Computer ‘Mark-I’ in ‘ENIAC‑I’ in 1946.

  • Albert Einstein established a relation between mass and energy on the basis of the special theory of relativity in 1905.
    • According to this mass can be converted into energy and vice-versa. i.e., E = mc2.
  • Fahrenheit Scale was invented by Fahrenheit.
8.

Who invented bicycle?1. Dunlop2. Mac Milan3. Franklin4. James Ritty

Answer» Correct Answer - Option 2 : Mac Milan

The correct answer is Mac Milan.

  • Kirkpatrick Macmillan (2 September 1812 in Keir, Dumfries and Galloway – 26 January 1878 in Keir) was a Scottish blacksmith.
  • He is generally credited with inventing the pedal-driven bicycle.
  • According to the research of his relative James Johnston in the 1890s, Macmillan was the first to invent the pedal-driven bicycle.
  • Macmillan allegedly completed construction of a pedal-driven bicycle of wood in 1839 that included iron-rimmed wooden wheels, a steerable wheel in the front and a larger wheel in the rear which was connected to pedals via connecting rods.
9.

What was invented by Alfred Nobel?A. RadiumB. X-rayC. DynamiteD. The Solar System1. A2. C3. D4. B

Answer» Correct Answer - Option 2 : C

The correct answer is Dynamite.

  • Alfred Nobel born in Stockholm invented Dynamite in 1866.
  • Nobel Prize was also stared on his name  from 1901 in the following fields :
    • Physics
    • Chemistry
    • Physiology or Medicine
    • Literature 
    • Peace Prize 
    • Economics (From 1968)

  • Physics, Chemistry, Physiology or Medicine and Literature are awarded in Stockholm, Sweden.
  • Nobel Peace Prize is awarded in Oslo, Norway.

  • Radium was discovered by Marie Curie and Pierre Curie in 1898.
  • Marie Curie was awarded the Nobel peace prize in 1903.
  • Wilhelm Roentgen, Professor of Physics discovered X-rays in 1895.
  • Galileo Galilei was the discoverer of the Solar system.
10.

Who invented Television?1. Watson2. Newton3. Graham Bell4. JL Baird

Answer» Correct Answer - Option 4 : JL Baird

CONCEPT:

  • Television sometimes shortened to tele or telly, is a telecommunication medium used for transmitting moving images in monochrome (black and white), or in color, and in two or three dimensions and sound.
  • Television is a mass medium for advertising, entertainment, news, and sports.

EXPLANATIONS:

  • Television was invented by John Logie Baird (14 August 1888 - 14 June 1946), in Helensburgh on the west coast of Scotland, the son of a clergyman.
  • Dogged by ill health for most of his life, he nonetheless showed early signs of ingenuity, rigging up a telephone exchange to connect his bedroom to those of his friends across the street.
  • Newton: Issac Newton was an English physicist and mathematician famous for his laws of physics.  He discovered the Gravitational force and introduce the concept of calculus to the world.
  • Graham Bell: Alexander Graham Bell was known for inventing the first working telephone in 1876 and founding the Bell Telephone company in 1877.
  • Watson: It is a patronymic surname of English and Scottish origin. Meaning "Son of Walter', the popular Old English gave names "Wat" or "Watt" was diminutive forms of the name Walter. Watson is 46th -most common surname in England and nineteenth most common in Scotland.
  • Hence option 4 is correct.
11.

Name the revolutionary of Bihar, who attended the meeting of Hindustan Socialist Republican Army in September 1928.1. Phanindra Nath Ghosh 2. Ajay Ghosh3.  Jyotindra Nath4. Bhagat Singh

Answer» Correct Answer - Option 1 : Phanindra Nath Ghosh 

The correct answer is Phanindra Nath Ghosh.

  • The revolutionary Phanindranath Ghosh of Bihar attended the meeting of the Hindustan Socialist Republican Army in September 1928.
  • Phanindra Nath Ghosh, who was previously a prime member of the Revolutionary Party, deceitfully betrayed the cause by becoming an approver and provided evidence that led to the execution of the revolutionaries in the Lahore conspiracy case.

Bhagat SinghHe wrote a book "Why I am Atheist".
Ajay GhoshIndian Freedom fighter
Jyotindra NathIndian Independence activist
12.

Who among the following invented the aeroplane?1. Orville and Wilbur Wright2. Auguste and Louis Lumiere3. Alexander Graham Bell4. Louis Pasteur and Alexander Fleming

Answer» Correct Answer - Option 1 : Orville and Wilbur Wright

The correct answer is Orville and Wilbur Wright.

  • Orville and Wilbur Wright invented the Aeroplane in the year 1903.
  • The Wright brothers are credited with inventing, building, and flying the world's the first successful airplane which was operated by motors.
  • They created a three-axis control system, which helped in maintaining the equilibrium of an airplane and to control it properly.
  • The name of the first successful aircraft they build in 1903 was the Wright Flyer. And, the first truly practical fixed-wing aircraft was the Wright Flyer III.

  • Auguste and Louis Lumiere invented the photography equipment, they are known for their Cinematographe motion picture system.
  • The first practical telephone and Graphophone was invented by Alexander Graham Bell.
13.

Mahatma Gandhi had been present at the Round Table Conference(s) held in London. (a) Third (b) Second (c) First (d) All of the above

Answer»

Mahatma Gandhi had been present at the Round Table Conference(s) held in London Second.

14.

Name the Mughal emperor occupying the throne of Delhi when the revolt of 1857 took place (a) Shah Alam II (b) Jahandar Shah (c) Bahadur Shah Zafar (d) Humayun

Answer»

(c) Bahadur Shah Zafar

15.

Who were the founder members of the Hindustan Republican Association?(A) Chandra Shekhar Azad(B) Sachindra Nath Sanyal(C) Bhagat Singh(D) Ram Prasad BismilSelect the answer from codes given below-1. A, B, C & D2. A & C3. B & D4. A, B & D

Answer» Correct Answer - Option 3 : B & D

The correct answer is B & D.

  • Sachindra Nath Sanyal and Ram Prasad Bismil were the founder members of the Hindustan Republican Association.

  • Hindustan Republican Association:
    • The HRA was founded in October 1924 in Kanpur.
    • Ram Prasad Bismil, Jogesh Chandra Chatterjee, and Sachin Sanyal with the name to organize and Armed Revolution to overthrow the colonial Government and established in its place the Federal Republic of United States of India whose basic principle would be the adult franchise.
    • Hindustan Republican Association was later renamed as Hindustan Socialist Republican Association.
    • Chandrashekhar Azad changed the name of HRA to the Hindustan Socialist Republican Association.

  • Rama Prasad Bismil and Ashfaqulla Khan and others organized the Kakori robbery of 1925.
16.

____________was an important member of the Hindustan Republican Association, who along with his associates executed the train dacoity at Kakori.1. Sohan Singh Bhakna2. Jatin Banerjee3. Khudiram Bose4. Ashfaqulla Khan

Answer» Correct Answer - Option 4 : Ashfaqulla Khan

The correct answer is Ashfaqulla Khan.

  • Ashfaqulla Khan was an important member of the Hindustan Republican Association, who along with his associates executed the train dacoity at Kakori.
  • Hindustan Socialist Republican Association (HSRA) was a revolutionary organization established by Chandrasekhar Azad in the year 1928.
  • The Kakori conspiracy occurred on 9th August 1925. Some people of the party including Bismil, Rajendra Lahiri, Ashfaqulla Khan, and Thakur Roshan Singh looted a train carrying government money near Lucknow.
  • In 1927, all four men involved in this activity were hanged by the Government of India. 

  • In 1928, the Simon Commission came to India. 
  • In 1931, Bhagat Singh, Rajguru, and Sukhdev were hanged to death.
17.

Identify the revolutionary among the following who was not active in London? (a) Shyamji Krishna Varma (b) Ashfaqullah (c) Lala Hardayal (d) V D Savarkar

Answer»

(b) Ashfaqullah

18.

Who had scrapped the partition of Bengal? (a) Lord Hardinge (b) Lord Mountbatten (c) Lord Lytton (d) Lord Wellesley

Answer»

(a) Lord Hardinge

19.

The Hindustan Republican Association, subsequently styled as the Hindustan Socialist Republican Association (HSRA) was founded in 1924 by (a) Bhagat Singh (b) Chandra Shekhar Azad (c) Jogesh Chandra Chatterji (d) Sachindra Sanyal

Answer»

(d) Sachindra Sanyal

20.

Where did the revolutionaries have their deliberations, which led to the formation of the Hindustan Republican Association? (a) Calcutta (b) Kanpur (c) Madras (d) Allahabad

Answer»

Where did the revolutionaries have their deliberations,Kanpur led to the formation of the Hindustan Republican Association.

21.

The deliberations in the first round table conference proved to be meaningless

Answer»

The first Roundtable conference was from 12 November 1932 19 January 1931. Before this, Gandhiji had already started the civil disobedience movement on behalf of the Indian National Congress. Consequently, the Congress leaders were in jail and were not able to participate in the first conference. However, the representatives of all other Indian parties, as well as a number of Princes, did attend this conference. However, the outcome in the first Roundtable conference proved to be meaningless. It was proposed that India would develop into a federation, defence system would be improved, and the finance was also agreed. However, little efforts were made to implement these recommendations. Civil disobedience movement continued in India. The British government then realized that the Indian National Congress needed to be a part of this conference to decide the future of constitutional government in India.

22.

Who wrote the play Nildarpan on the harsh conditions of Indigo planters and the production was performed in Kolkata in 1872?

Answer»

Dinabandhu Mitra

23.

The first Bengali Drama, written to highlight the brutality of the British indigo planters, was(a) Rast Goftar (b) Neel Darpan (c) Shome Prakash (d) None of the above

Answer»

(b) Neel Darpan

24.

The Asiatic Society had been established in Calcutta by (a) TB Macaulay (b) Sir William Jones (c) GK Gokhale (d) Annie Besant

Answer»

(b) Sir William Jones

25.

Who invited Mahatma Gandhi to Champaran to solve the problem of Indigo planters?1. Raj Kumar Shukla2. Ram Verma3. Rajendra Prasad4. Acharya Kriplani

Answer» Correct Answer - Option 1 : Raj Kumar Shukla

The correct answer is Raj Kumar Shukla.

  • Raj Kumar Shukla convinced Mahatma Gandhi to visit Champaran, which was a turning point in India’s struggle for independence.
  • Raj Kumar Shukla was born on 23rd August 1875 in Satwaria village of Champaran in Bihar.
  • He was a famous Indigo cultivator of Champaran and he was a money lender as well.
  • He rose to fame for his close association with Gandhiji during the Champaran Satyagraha.

  • Gandhiji returned to India in January 1915 after gaining experience in South Africa with his agitational/ protest methods.
    • After coming to India, he decided to travel to India and not take any position on any political matter for at least one year.
  • In 1917 Gandhiji was requested to look into the problems of the farmers in the context of indigo planters of Champaran in Bihar.
  • The European planters had been forcing the peasants to grow indigo on 3/20 part of the total land (called the tinkathia system).

  • Recently, the Department of Posts has issued a Commemorative Postage Stamp on Rajkumar Shukla.
26.

According to the Hindu calendar, on which day Gogaji, a folk deity is worshipped? 1. Krishna Shukla Dwadashi2. Bhadrapad Krishna Navami3. Ashwin Shukla Ashtami4. Kartik Krishna Chaturthi

Answer» Correct Answer - Option 2 : Bhadrapad Krishna Navami

The correct answer is Bhadrapad Krishna Navami.

  • Goga Navami:
    • This day is designated to worship Lokdevta Gogaji. 
    • The fair is held at a place called 'Gogamede'.
    • It took place in the Hanumangarh district
    • It is a very popular fair. 
    • People worship Lok Devta, Gogaji. 
    • This fair is held on Bhadrapad Krishna Navami.

  • Gogaji - Lok Devta:
    • He is also known as 'Gogapir' and 'Goga Bappa'. 
    • He is considered the god of snakes
    • His vehicle is Blue Horse. 
    • He has been worship by both Hindus and Muslims. 
27.

Two impedance Z1 = (8 + j6) and Z2 = (3 − j4) are in parallel. If the total current of the combination is 25 A, find the current taken and power consumed by each impedance.

Answer»

Z1 = (8 + j6) = 10 ∠ 36.87º ; Z2 = (3 −j4) = 5∠ − 53.1º

Z = Z1Z2/(Z1 + Z2) = ((10 ∠ 36.87º) (5 ∠- 53.1º))/((8 + j6) + (3 - j4)) 

= (50 ∠ - 16.23º)/(11 + j2) 

= (50 ∠- 16.23º)/(11.18 ∠ 10.3º) = 4.47 ∠-26.53º

Let I = 25 ∠0º ; V = I Z = 25 ∠0º × 4.47 ∠−26.53º = 111.75 ∠−26.53º

I1 = V/Z1 = 111.75 ∠−26.53º/10∠36.87º = 11.175 ∠−63.4º 

I2 = 111.75 ∠−26.53/5 ∠−53.1º = 22.35 ∠26.57º 

Now, the phase difference between V and I1 is 63.4º − 26.53º = 36.87º with current lagging. 

Hence, cos φ1 = cos 36.87º = 0.8. Power consumed in Z1 = VI1 cos φ = 11.175 × 111.75 × 0.8 = 990 W 

Similarly, φ2 = 26.57 − (− 26.53) = 53.1º ; cos 53.1º = 0.6 

Power consumed in Z2 = VI2 cos φ2 = 111.75 × 22.35 × 0.6 = 1499 W

28.

______ is no longer considered as a planet within Earth's Solar system.1. Neptune2. Mars3. Pluto4. Uranus

Answer» Correct Answer - Option 3 : Pluto

The correct answer is Pluto.

  • In 2006 the International Astronomical Union (IAU) redefined the planets to be the bodies in space having the following characteristics:
    • It is in orbit around the Sun.
    • It has sufficient mass to assume hydrostatic equilibrium (a nearly round shape).
    • It has cleared the neighborhood around its orbit.
  • Pluto perfectly meets the two of these criteria but fails to fulfill the third.
  • In all the billions of years it has lived there, it has not managed to clear its neighborhood.
  • Clearing the neighborhood means that the planet has become gravitationally dominant — there are no other bodies of comparable size other than its own satellites or those otherwise under its gravitational influence, in its vicinity in space.
  • There are some objects from the Kuiper Belt which is under the area of Pluto's gravitational area but the gravitational pull is not strong enough to pull these objects towards Pluto. 
  • So from 2006 Pluto is considered a Dwarf Planet, not a planet.
29.

Which of the following are the biodiversity hotspots of India?(A) Western Ghats(B) North-East India(C) Sundaland1. Only B2. A, B and C3. Only A4. A and B

Answer» Correct Answer - Option 2 : A, B and C

The correct answer is A, B, and C.

  • There are following four biodiversity hotspots in India:
  • The Himalayas:
    • Includes the entire Indian Himalayan region (and that falling in Pakistan, Tibet, Nepal, Bhutan, China, and Myanmar). 
    • These Himalayan Mountains are the highest in the world and abode to some of the highest peaks of the world including Mount Everest and K2. Some of the major rivers in the world originate from the Himalayas. 
    • There are many endangered species in this region including one-horned rhinoceros, wild Asian water buffalo, and relict dragonfly whose only other species is found in Japan. 
  • Indo-Burma:
    • Includes entire Northeastern India, except Assam and Andaman group of Islands (and Myanmar, Thailand, Vietnam, Laos, Cambodia, and southern China). 
    • Different species of mammals have been discovered in this region recently including large-antlered muntjac, Annamite Muntjac, grey-shanked douc, leaf deer, saola, and Annamite striped rabbit.
    • Other species such as monkeys, langurs, and gibbons too can be found here. Freshwater turtle species are also found in the region.
  • The Sundalands:
    • Includes Nicobar group of Islands (and Indonesia, Malaysia, Singapore, Brunei, Philippines). 
    • These islands were declared as the world biosphere reserve in 2013 by the United Nations.
    • These islands have rich terrestrial as well as marine ecosystems including mangroves, seagrass beds, and coral reefs. Species such as dolphins, whales, turtles, crocodiles, fishes, prawns, lobsters, and seashells comprise marine biodiversity. 
  • The Western Ghats and Sri Lanka:
    • Includes the entire Western Ghats which comprise Tamil Nadu, Kerala, Karnataka, Goa, Maharashtra, and Gujarat (and Sri Lanka). 
    • These hills are present along the western edge of peninsular India.
    • Since they are situated near the ocean, they are likely to receive a good amount of rainfall. Most of the deciduous, as well as rainforests, are present in this region.
30.

The award given to the best coach among coaches of all the different games is known as ______.1. Dronacharya Award2. Ashoka Chakra Award3. Arjuna Award4. Phalke Award

Answer» Correct Answer - Option 1 : Dronacharya Award

The correct answer is the Dronacharya Award.

  • The Dronacharya Award is given for sports coaching in honor of the Republic of India.
  • The award is named after Guru Drona, an epic character from Mahabharata of ancient India. He was the teacher of Kauravas and Pandavas.
  • The Dhronacharya (Lifetime) awardees, who were earlier given 5 lakh rupees are now given 15 lakh rupees as cash prize, while Dhronacharya (Regular) awardees now are given 10 lakh rupees instead of 5 lakh rupees per awardee. This revision in prize money was brought about recently in August 2020. 
  • The award is given every year on 29 August by the Ministry of Youth Affairs and Sports on the occasion of National Sports Day. The award is distributed by the President of India.
  • The award was instituted in 1985 and the first recipients of the award were Bhalchandra Bhaskar Bhagwat (Wrestling), Om Prakash Bhardwaj (Boxing), and O. M. Nambiar (Athletics). 
  • The winners for 2020 for the life-time category are
    • Shri Dharmendra Tiwary (Archery),
    • Shri Purushotham Rai (Athletics),
    • Shri Shiv Singh (Boxing), 
    • Shri Romesh Pathania (Hockey), 
    • Shri Krishan Kumar Hooda (Kabaddi),
    • Shri Vijay Bhalchandra Munishwar (Para Powerlifting), 
    • Shri Naresh Kumar (Tennis), and
    • Shri Om Parkash Dahiya (Wrestling).
  • The winners for 2020 for the regular category are 
    • Shri Jude Felix Sebastian (Hockey), 
    • Shri Yogesh Malviya (Mallakhamb), 
    • Shri Jaspal Rana (Shooting), 
    • Shri Kuldeep Kumar Handoo (Wushu), and 
    • Shri Gaurav Khanna (Para-Badminton).
31.

5 coins are tossed what is the probability of getting 3 heads and 2 tails ?(A) 3/4(B) 5/8(C) 7/8(D) 5/4

Answer»

correct option:

(B) 5/8

32.

The points A(– 4, 0), B(4, 0) and C(0, 3) are the vertices of a triangle. Is the triangle isosceles? Show by calculations.

Answer»

Given that the vertices of a triangle ABC are A(–4, 0), B(4, 0) and C(0, 3). 

The side length of AB = \(\sqrt{(4-(-4))^2+(0-0)^2}\) = \(\sqrt{(4+4)^2+0}\) = 8 unit. 

(By distance formula between two points) 

The side length of BC = \(\sqrt{(0-4)^2+(3-0)^2}\) = \(\sqrt{16+9}\) = \(\sqrt{25}\) = 5 unit. 

The side length of AC = \(\sqrt{(0-(-4))^2+(3-0)^2}\) = \(\sqrt{16+9}\) = \(\sqrt{25}\) = 5 unit. 

Hence, BC = AC = 5 unit in triangle ABC. 

∴ Triangle ABC is an isosceles triangle. 

Hence Proved

33.

Sum of the first 14 terms of an AP is 1505 and its first term is 10. Find its 25th term.

Answer»

Given that first term of AP is a = 10. 

Also given that sum of first 14 terms of AP is 1505.

∴ For n = 14, Sn = 1505.

Let common difference of AP is d.

∴ Sn = 1505, where n = 14.

Sn\(\frac{n}{2}\) [2 + ( − 1)] (By sum formula of first n terms of AP)

⇒ 1505 = \(\frac{14}{2}\) [2 × 10 + (14 − 1)] (∵ Sn = 1505, n = 14 and a = 10)

⇒ 3010 = 14 (20 + 13d)

⇒ 20 + 13d = \(\frac{3010}{14}=215\)

⇒ 13 d = 215 – 20 = 195

⇒ d = \(\frac{195}{13}=15.\)

Hence, common difference of AP is d = 15.

Now, 25th term of AP is a25 = a + (25 – 1)d = 10 + 24 × 15 = 10 + 360 = 370.

(∵ a = 10 & d = 15)

Hence, 25th term of given AP is 370.

34.

If x and y satisfies the equation \(\rm y^{2\over3} + x^{3\over2} + 3x^2 = 0\), then find the value of \(\rm dy\over dx\)1. \(\rm -{9\over4}x^{1\over2}y^{1\over3} + 9xy^{1\over3}\)2. \(\rm -{9\over4}x^{1\over2} + 9x\)3. \(\rm {9\over4}x^{1\over2}y^{1\over3} + 6xy^{1\over3}\)4. \(\rm -{9\over4}x^{1\over2}y^{1\over3} -9xy^{1\over3}\)

Answer» Correct Answer - Option 4 : \(\rm -{9\over4}x^{1\over2}y^{1\over3} -9xy^{1\over3}\)

Concept:

  • \(\rm d\over dx\)xn = nxn-1

 

Calculation:

Given \(\rm y^{2\over3} + x^{3\over2} + 3x^2 = 0\)

Differentiating with respect to x

\(\rm {2\over3}(y^{-1\over3}){dy\over dx} + {3\over2}(x^{1\over2}) + 3(2x) = 0\)

\(\rm {2\over3y^{1\over3}}{dy\over dx} = -{3\over2}x^{1\over2} -6x\)

\(\rm {dy\over dx} = {3y^{1\over3}\over2}\left[-{3\over2}x^{1\over2} -6x\right]\)

\(\rm {dy\over dx} = -{9\over4}x^{1\over2}y^{1\over3} -9xy^{1\over3}\)

35.

If `(3+x^(2008)+x^(2009))^(2010)=a_0+a_1x+a_2x^2++a_n x^n ,`then the value of `a_0-1/2a_1-1/2a_2+a_3-1/2a_4-1/2a_5+a_6-`is`3^(2010)`b. `1`c. `2^(2010)`d. none of theseA. `3^(2010)`B. `1`C. `2^(2010)`D. None of these

Answer» Correct Answer - C
Put `x = omega, omega^(2)`
`(3+omega+omega^(2))^(2010) = a_(0) + a_(1)omega + a_(2)omega^(2)+"….."`
`rArr 2^(210) = a_(0) +a_(1)omega + a_(2)omega^(2) + a_(3) + a_(4)omega + "……"`
and
`2^(210) = a_(0) + a_(1)omega^(2) + a_(2)omega^(2) + a_(2)omega+a_(3) + a_(4)omega^(2) + "....."`
Adding (1) and (2), we have
`2 xx 2 ^(210) = 2a_(0) - a_(1) - a_(2) + 2a_(3) - a_(4) - a_(5) + 2_(6^(-))`
`rArr 2^(210) = a_(0) - 1/(2) a_(1) - 1/(2) a_(2) + a_(3) - 1/(2) a_(4) - 1/(2) a_(5) + a_(6) "...."`
36.

The Marriage of your elder sister is going to be held on 25th July 20xx at Vasavi Kalyana Mandapam, in Nellore. The bridegroom is an engineer. He is not taking any dowry. Write a letter to your friend inviting him to the marriage.

Answer»

Nellore. 

10. 7. 20xx. 

Dear Ravi, 

I hope that you are in good health and you are going along nicely in your studies. Here I’m very glad to inform you that my elder sister’s marriage is going to be take place on 25th July 20x x at Vasavi Kalyana Mandapam, Nellore. The bridegroom is an engineer. He is working in B.D.L. Hyderabad. Their is a nice family. They seem to be friendly and dignified people. One thing I want to mention here that they are I not taking any dowry and they did demand any greedy gifts. I shall be very glad to see at you and your family at the function. Please inform your parents about the same and tell them that my parents will be pleased if they attend the function. My father wants to call your father and mother and invite them on phone. I have already posted the invitation on your father’s name. I shall be very glad if you come two days before and help me in preparations. Convey my regards to your parents and my best wishes to your,little brother. Hoping that you will come, I remain. 

Yours lovingly, 

xxxxxx

Address on the Envelope: 

R Ravi Kumar, 

S/o Surya Narayana, 

H.No: 1 – 20 – 22/A, 

Malladivari street, 

Gandhinagar, 

Vijayawada.

37.

An ____________ repair work is defined as something which could not have been foreseen and which could cause danger to health and property.(a) urgent(b) routine(c) ultimate(d) emergency

Answer» Correct option is (c) ultimate

For explanation I would say: Emergency call out contractors will usually make safe to enable full and proper repairs to be undertaken during normal working hours. The types of work they attend include:

• Severe roof leaks

• Burst pipes

• Blocked drains

• Blockage of your only toilet

• Loss of electrical power or light

• Loss of gas

• Loss of heating in cold weather where the temperature is 5 degrees or below and there is no other form of heating available

• Loss of immersion heater if this is the only source for hot water.
38.

What is the detention period in a septic tank?(a) 24 hours(b) 12 hours(c) 06 hours(d) 36 hours

Answer» The correct choice is (a) 24 hours

The explanation is: Detention period of 24hrs (mostly) considered in septic tank design. The rate of flow of effluent must be equal to the rate of flow of influent.
39.

A ____________ is defined as accomplishment in planning a project.(a) activity(b) event(c) schedule(d) planning

Answer» Correct option is (b) event

The best I can explain: The Event is recognisable as a particular instant of time and not a passage of time and is represented by a geometrical figure such as circle, rectangle, square, etc. Beginning and end of a job or number of jobs are events.
40.

___________ is defined as a job or action to be completed, between two events within a project.(a) Planning(b) Event(c) Activity(d) Sequence

Answer» Correct option is (c) Activity

The best explanation: The activity consumes time and money and is represented by an arrow indicating the sequence in which the events occur. Each activity is independent, and indicates such work as preparation of designs, scrutiny of tenders, laying of pipes, foundations, erections of frame, install mill work etc.
41.

Be careful with that knife because it has a very sharp ________. A) side B) steel C) rim D) cut E) blade

Answer»

Correct option is E) blade

42.

A rectangular lamina of sides 20 mm X 25mm has an edge in HP and adjoining edge in VP, is tilted such that the front view appears as a rectangle of 20 mm X 15 mm. The edge which is in VP is 30 mm from the right profile plane. Find its inclinations with the corresponding principal planes.(a) 43.43^o(b) 53.13^o(c) 43.13^o(d) 67.34^o

Answer» The correct option is (b) 53.13^o

The best I can explain: Referring the figure below, on measuring the value of φ, inclination is known.
43.

This is defined as the product of functional modulus and common constant coefficient of a function variable.(a) Modulus of elasticity(b) Function(c) Scale modulus(d) Functional modulus

Answer» The correct choice is (c) Scale modulus

Easiest explanation: Scale modulus M = Constant coefficient of function * Functional modulus

                                                    Z = 2x + 2y = 2 (x+y)

                                                    M = 2* m.
44.

In case of an area, the figure is assumed to be a lamina of negligible thickness so that its centre of gravity will be practically on the surface. As the area has no weight this point is also called the ______(a) Moment of inertia of areas(b) Centre of gravity(c) Centroid(d) Neutral axis

Answer» Correct choice is (c) Centroid

To explain: In mathematics and physic, the centroid or geometric center of a plane figure is the arithmetic mean (“average”) position of all the points in the shape. The definition extends to any object in n-dimensional space: its centroid is the mean position of all the points in all of the coordinate directions. Informally, it is the point at which a cut out of the shape could be perfectly balanced on the tip of a pin.
45.

What do you understand by the term Center of gravity

Answer»

Centre of gravity, in physics, an imaginary point in a body of matter where, for convenience in certain calculations, the total weight of the body may be thought to be concentrated.

46.

Isentropic flow is (a) irreversible adiabatic flow (b) ideal fluid flow (c) perfect gas flow(d) frictionless reversible flow (e) reversible adiabatic flow.

Answer»

(e) reversible adiabatic flow.

47.

For a reversible adiabatic process, the change in entropy is (a) zero (b) minimum (c) maximum (d) infinite (e) unity.

Answer»

Correct option is (a) zero 

48.

For any reversible process, the change in entropy of the system and surroundings is (a) zero (b) unity (c) negative (d) positive (e) infinite

Answer»

Correct option is  (a) zero 

49.

The processes of a Carnot cycle are (a) two adiabatic and two constant volume (b) one constant volume and one constant pressure and two isentropics (c) two adiabatics and two isothermals (d) two constant volumes and two isothermals (e) two isothermals and two isentropics.

Answer»

(e) two isothermals and two isentropics.

50.

For any irreversible process the net entropy change is (a) zero (b) positive (c) negative (d) infinite (e) unity.

Answer»

Correct option is (b) positive