Staff Selection Commission Combined Graduate Level Exam
Question : Whose research was fundamental in establishing the modern discipline known as surface tension, which describes the properties of liquid and solid surfaces and interfaces?
Option 1: Gerty Cori
Option 2: Nettie Stevens
Option 3: Lise Meitner
Option 4: Agnes Pockels
Correct Answer: Agnes Pockels
Solution : The correct answer is Agnes Pockels.
Agnes Pockels, a German chemist, played a crucial role in the development of the present-day science of surface tension. She was one of the first scientists to conduct systematic research on the characteristics of both liquid and solid
Question : When does Lok Sabha or a Vidhan Sabha election candidate forfeit his security deposit?
Option 1: When he fails to win the election
Option 2: When he fails to secure even 1/4th of total votes polled
Option 3: When he fails to secure even 1/5th of total votes polled
Option 4: When he fails to secure even1/6th of total votes polled
Correct Answer: When he fails to secure even1/6th of total votes polled
Solution : The correct option is When he fails to secure even1/6th of total votes polled
In India, a Lok Sabha or Vidhan Sabha election candidate forfeits their security deposit if they fail to secure a
Question : In 'Andes Mountain' of South America, the animal which is used for transportation is______________.
Option 1: Bullocks
Option 2: Camels
Option 3: Donkeys
Option 4: Llamas
Correct Answer: Llamas
Solution : The correct option is Llamas.
In the Andes Mountains of South America, llamas are commonly used for transportation. Llamas are well-suited for carrying loads in mountainous terrain due to their sure footing and ability to navigate challenging landscapes. They have been domesticated for centuries
Question : Directions: Select the set in which the numbers are related in the same way as the numbers of the following sets. (NOTE: Operations should be performed on the whole numbers, without breaking down the numbers into their constituent digits. E.g. 13 – Operations on 13 such as adding/subtracting/multiplying etc. to 13 can be performed. Breaking down 13 into 1 and 3 and then performing mathematical operations on 1 and 3 is not allowed.) (62, 5, 8) (87, 7, 11)
Option 1: (5, 72, 10)
Option 2: (77, 4, 14)
Option 3: (112, 8, 15)
Option 4: (6, 87, 12)
Correct Answer: (112, 8, 15)
Solution : Given: (62, 5, 8); (87, 7, 11)
Here, (62, 5, 8)→{(5 + 8) × 5} – 3 = {13 × 5} – 3 = 65 – 3 = 62 (87, 7, 11)→{(7 + 11) × 5} – 3 = {18 × 5} –
Question : The discounts offered on a shirt of Rs. 500 and a pair of trousers of Rs. 1000 are 20% and 40%, respectively. If Ajay bought 2 shirts and 3 pairs of trousers, what was the effective discount (in %) he received?
Option 1: 30
Option 2: 32
Option 3: 25
Option 4: 35
Correct Answer: 35
Solution : Marked price of shirt = Rs. 500 The marked price of a pair of trousers = Rs. 1000 Discount offered on a shirt = 20% of the marked price of a shirt = 20% of Rs. 500 = Rs. 100 Discount offered on a pair
Question : Which of the following is not a weighted code?
Option 1: Excess 3-Code
Option 2: Binary Number System
Option 3: Decimal Number System
Option 4: BCD Number System
Correct Answer: Excess 3-Code
Solution : The correct answer is Excess 3-Code.
The excess-3 code is not weighted. A weighted code is one in which each digit has a defined weight and the code's value is the sum of the weights of the digits. The excess-3 code is a non-weighted
Question : Comprehension: Read the given passage and answer the questions that follow. Santiniketan embodies Rabindranath Tagore's vision of a place of learning that is unfettered by religious and regional barriers. Established in 1863 with the aim of helping education go beyond the confines of the classroom, Santiniketan grew into the Visva Bharati University in 1921, attracting some of the most creative minds in the country.
He developed a curriculum that was a unique blend of art, human values, and cultural interchange. Even today, in every step, in every brick, and in every tree at Santiniketan, one can still feel his presence, his passion, his dedication, and his pride in the institution.
In 1862, Maharishi Debendranath Tagore, father of Rabindranath, was taking a boat ride through Birbhum, the westernmost corner of Bengal, when he came across a landscape that struck him as the perfect place for meditation. He bought the large tract of land built a small house and planted some saplings around it. Debendranath Tagore decided to call the place Santiniketan, or the 'abode of peace', because of the serenity it brought to his soul. In 1863, he turned it into a spiritual center where people from all religions, castes, and creeds came and participated in meditation.
In the years that followed, Debendranath's son Rabindranath went on to become one of the most formidable literary forces India has ever produced. He wrote in all literary genres but he was first and foremost a poet. As one of the earliest educators to think in terms of the global village, he envisioned an education that was deeply rooted in one's immediate surroundings but connected to the cultures of the wider world.
Located in the heart of nature, the school aimed to combine education with a sense of obligation towards the larger civic community. Blending the best of Western and traditional Eastern systems of education, the curriculum revolved organically around nature with classes being held in the open air. Tagore wanted his students to feel free despite being in the formal learning environment of a school because he himself had dropped out of school when he found himself unable to think and felt claustrophobic within the four walls of a classroom. Nature walks and excursions were a part of the curriculum, special attention was paid to natural phenomena and students were encouraged to follow the life cycles of insects, birds, and plants.
The rural paradise of Santiniketan, Tagore's erstwhile home, has become a thriving center of art, education, and internationalism over the years.
Question: Rabindranath was a 'formidable' literary force. This implies he was:
Option 1: a powerful writer
Option 2: an avid reader of books
Option 3: an orthodox educationist
Option 4: a wealthy landowner
Correct Answer: a powerful writer
Solution : The first option is the correct choice.
Describing Rabindranath Tagore as a formidable literary force implies that he was a powerful and highly influential writer.
Explanation: The term "formidable" is used to convey strength, power, and the ability to inspire awe or respect.
Question : Which one of the following statements is not true in respect of A. O. Hume ?
Option 1: He was an ornithologist.
Option 2: He was a member of the Indian Civil Service.
Option 3: He founded the Indian National Congress,
Option 4: He presided over the Congress Annual Sessions twice.
Correct Answer: He presided over the Congress Annual Sessions twice.
Solution : The Correct Answer is He presided over the Congress Annual Sessions twice.
An important role in the founding of the Indian National Congress in 1885 was played by retired British official A.O. Hume. Allan Octavian Hume was employed
Question : Directions: In the following question, some parts of the sentence have errors, and some are correct. Find out which part of the sentence has an error. The number of that part is the answer. If a sentence is error-free, your answer is "No Error".
The officer has given (1) / orders to his (2) / soldiers yesterday. (3) / No Error (4)
Option 1: (1)
Option 2: (2)
Option 3: (3)
Option 4: (4)
Correct Answer: (1)
Solution : The correct choice is the first option.
Explanation: The correct tense to use when specifying a particular time in the past is the simple past tense. Therefore, "has given" should be replaced with "gave" to correctly convey that the action (giving orders) occurred
Question : Directions: Which number will replace the question mark (?) in the following series? 37, 39, ?, 242, 970, 4852
Option 1: 80
Option 2: 122
Option 3: 108
Option 4: 160
Correct Answer: 80
Solution : Given: 37, 39, ?, 242, 970, 4852
Multiply each number by consecutive natural numbers and add 2 to the resultant to find the next number in the series. (37 × 1) + 2 = 39; (39 × 2) + 2 = 80; (80 × 3)
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