Staff Selection Commission Combined Graduate Level Exam
Question : Directions: In the following question, out of the four alternatives, select the alternative that will improve the bracketed part of the sentence. In case no improvement is needed, select "No Improvement".
Rohan was upset, so (picked up) his food while his cousins ate heartily.
(1) picked out
(2) picked on
(3) picked at
(4) No Improvement
Option 1: 1
Option 2: 2
Option 3: 3
Option 4: 4
Correct Answer: 3
Solution : The third option is appropriate because the phrasal verb 'picked up' should be replaced with 'picked at' which means 'to eat slowly' in order to make the sentence contextually correct.
'picked out' in the first option means 'to pick out something' and doesn't satisfy the
Question : Which among the following countries hosted the 2022 Asian Wrestling Championships, where Ravi Dahiya became the first Indian freestyle wrestler to win a hat-trick of gold medals?
Option 1: Almaty, Kazakhstan
Option 2: New Delhi, India
Option 3: Ulaanbaatar, Mongolia
Option 4: Xi'an, China
Correct Answer: Ulaanbaatar, Mongolia
Solution : The correct answer is Ulaanbaatar, Mongolia.
Ulaanbaatar, Mongolia, hosted the Asian Wrestling Championships in 2022. At the Asian Wrestling Championships 2022, Ravi Dahiya became the first Indian freestyle wrestler to earn a hat trick of gold medals.
Question : The table given below represents the cost, revenue, and tax rate for XYZ Limited for a period of 8 years. Cost and revenue are given in INR '000 crore.
Profit for any year = Revenue – Cost Profit after tax for any year = profit of that year – tax of that year Tax on any year = tax rate of that year $×$ profit of the year How much tax (in INR '000 crore) was paid by XYZ Limited in Y7?
Option 1: 90
Option 2: 99
Option 3: 118.8
Option 4: 126
Correct Answer: 118.8
Solution : For Y7, the profit (before taxes) = 16,00,000 crore – 12,40,000 crore = 3,60,000 crore The amount of tax paid for Y7 is calculated as: profit × $\frac{\text{tax %}}{100}$ = $360000 × \frac{33}{100} = 360000 × 0.33$ = INR 118800 crore Hence, the correct answer
Question : Golden Quadrilateral Project for the development of National Highways was initiated by
Option 1: P. V. Narasimha Rao
Option 2: I.K. Gujral
Option 3: Manmohan Singh
Option 4: Atal Bihari Vajpayee
Correct Answer: Atal Bihari Vajpayee
Solution : The correct answer is Atal Bihari Vajpayee.
The Golden Quadrilateral Project was launched in 2001 by the Atal Bihari Vajpayee government. It is a six-lane super highway project connecting the four corners of India and the major cities of Delhi, Kolkata, Mumbai, and
Question : Directions: In this question, a part of the sentence is in bold. Below are given alternatives to the bold parts at 1, 2, and 3 which may improve the sentence. Choose the correct alternative in case no improvement is needed your answer, is (4).
A buffalo cannot defend a buffalo against lion.
Correct Answer: 1
Solution : The first option correctly improves the sentence.
It adds necessary articles, clarifies that one buffalo is defending another against a lion, and maintains the subject-verb agreement.
The other options are grammatically incorrect and do not convey the intended meaning of the sentence.
So, the correct
Question : Select the sentence with the appropriate use of preposition.
Option 1: Ashok was in the bus stop.
Option 2: Ashok was to the bus stop.
Option 3: Ashok was on the bus stop.
Option 4: Ashok was at the bus stop.
Correct Answer: Ashok was at the bus stop.
Solution : The correct option is the fourth option.
The sentence "Ashok was at the bus stop" is correct in terms of its use of the preposition at.
The preposition at is used to indicate a specific location or position. In this
Question : Comprehension: Read the following passage and answer the questions given after it.
The total area sown under Rabi crops has increased by 3.25%, from 697.98 lakh hectares in 2021–22 to 720.68 lakh hectares in 2022–23. This is 22.71 lakh hectares more this year compared to the corresponding period of 2021–22. Comparing with the normal sown area (average of the last five years), the increase is to the tune of 13.71%, from 633.80 to 720.68 lakh hectares. The increase in area is across all crops, the highest being rice. Out of the 22.71 lakh hectare increase in all Rabi crops, the increase in rice area is 11.20 lakh hectares, up from 35.05 lakh hectares in 2021–22 to 46.25 lakh hectares in 2022–23. However, this is lower than the normal sown area of 47.71 lakh hectares. The maximum increase in area under rice is in the states of Telangana and West Bengal. Area under oilseeds increased by 7.31% from 102.36 lakh hectares during 2021–22 to 109.84 lakh hectares this year. The increase in area under oilseeds at the rate of 7.31% is more than double the rate of increase of 3.25% in all crops together. Rajasthan, Madhya Pradesh, and Chhattisgarh accounted for major expansion in the area of oilseeds. Rapeseed and mustard contributed the maximum in increasing oilseed area during this Rabi season. Mustard area increased by 6.77 lakh hectares from 91.25 lakh hectares in 2021–22 to 98.02 lakh hectares in 2022–23. Thus, out of the 7.49 lakh hectares increase in area under oilseeds, rapeseed and mustard alone accounted for 6.44 lakh hectares. Pulse production is being focused on making the country self-sufficient in these commodities. The area under pulses increased by 0.56 lakh hectares from 167.31 to 167.86 lakh hectares. Mung beans and lentils accounted for the increase in the area under pulses. The United Nations General Assembly has declared the year 2023 as the International Year of Millets, and India is at the forefront of celebrating the event in a big way. In order to create awareness about the benefits of millets as a superfood and to meet its growing demand around the world, the government is promoting millet production through the NFSM-Nutri Cereals component of the National Food Security Mission programme in 212 districts in 14 states. Coarse cum nutri-cereals saw an increase of 2.08 lakh hectares in area under cultivation from 51.42 lakh hectares in 2021–22 to 53.49 lakh hectares in 2022–23. Question: The main theme of the passage is
Option 1: increase in the area of Rabi crops in 2022-23
Option 2: area under rabi crop in last five years
Option 3: increase in the production of pulses
Option 4: increase in the area of oilseeds like mustard
Correct Answer: increase in the area of Rabi crops in 2022-23
Solution : The first option is the correct choice.
The reason for the answer is that the passage provides information about the increase in the total area sown under Rabi crops in the specified time period, along with details
Question : Amniocentesis is a method for :
Option 1: determination of foetal health conditions
Option 2: determination of the amino acids sequesnce
Option 3: inducing abortion
Option 4: artificial insemination
Correct Answer: determination of foetal health conditions
Solution : The correct option is - determination of foetal health conditions
In an amniocentesis, which is a prenatal diagnostic technique, a tiny portion of the amniotic fluid around the fetus is removed and examined for chromosomal abnormalities.
Question : The pie chart given below shows the number of boys in 8 schools. The total number of boys in all these 8 schools is 5000. The number of boys in a particular school is shown as a percentage of the total number of boys in all these 8 schools.
What is the ratio of the total number of boys in B, D, and E to the total number of boys in A, C, and F?
Option 1: 37 : 57
Option 2: 42 : 41
Option 3: 57 : 38
Option 4: 41 : 42
Correct Answer: 42 : 41
Solution : Total number of boys = 5000 Total number of boys in B, D, and E =$4\%\times 5000 + 25\%\times 5000 + 13\%\times 5000$ $=200 + 1250 + 650 = 2100$ Total number of boys in A, C, and F $= 26\%\times5000 + 5\%
Question : In a class, there are $z$ students. Out of them, $x$ are boys. What part of the class is composed of girls?
Option 1: $\frac{x}{z}$
Option 2: $\frac{z}{x}$
Option 3: $1–\frac{x}{z}$
Option 4: $\frac{x}{z}–1$
Correct Answer: $1–\frac{x}{z}$
Solution : Given: Students = $z$ Boys = $x$ According to the question, Girls = Students – Boys = $z - x$ So, the part of the $z$ composed of girls is $\frac{\text{Girls}}{\text{Students}}= \frac{z-x}{z}= 1-\frac{x}{z}$ Hence, the correct answer is $1-\frac{x}{z}$.
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