CLAT 2023 Quantitative Techniques Study Material

Securing good scores for CLAT 2023 will require the candidates to have an appropriate study material. Good preparation books are important when candidates are appearing for the exam.

When choosing their CLAT 2023 Quantitative Techniques study materials, candidates should make sure that they cover the relevant topics and subjects. Candidates should make sure that their CLAT 2023 Quantitative Techniques has been updated and provides adequate intel for appearing for CLAT 2023.

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CLAT 2023 Quantitative Techniques Preparation Books

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CLAT 2023 Quantitative Techniques Practice Papers

When preparing for CLAT 2023 solving sample papers is an excellent strategy. It provides the candidates with an insight into what kind of questions are asked in the examination. The practice papers also help candidates know and work on their strengths and limitations. CLAT Exam Candidates should go through CLAT Sample Papers and try and solve them within the stipulated time as part of the practice.

Given below are some CLAT 2023 Quantitative Techniques practice papers:

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CLAT 2023 Quantitative Techniques Online Preparation

The study material for CLAT 2023 Quantitative Techniques can be found online on many websites. Candidates can refer to google for many mock tests that will provide them with the learning experience they will require. Many websites offer section-wise questions to candidates to help them with the preparations for CLAT 2023.

Given below are some major websites offering online study preparations:

CLAT 2023 Quantitative Techniques Practice Question

Sang-Saath Bank’s employees’ picnic on a river island turned into a disaster as the newly constructed road bridge connecting the island to the riverbank collapsed. Evacuation operations had to be carried out by ferrying the employees from the island across the river and onto the riverbank. One-sixth of the employees were evacuated by villagers in a country boat. Of the remaining, one-fifth were evacuated by fishermen in a trawler. The remaining evacuees were joined by villagers who were helping with the evacuation. Finally, 8 motorboats with 8 people each left the island.

1. If half of the motorboats had one villager each and the other half had 2 each, what was the ratio of villagers to employees in the motorboats?

1. 1:8
2. 3:13
3. 3:16
4. 2:13

Answer: 2

Rationale: The correct answer is (2). Number of people that left on the 8 motor boats = 8 * 8 = 64 (i) Half of 8 boats had 1 villager each = ½ * 8 * 1 = 4 … (ii) Half of 8 boats had 2 villagers each = ½ * 8 * 2 = 8 … (iii) Therefore, total number of villagers = y = (ii) + (iii) = 4 + 8 = 12 (iv) Therefore, total number of employees in the 8 motor boats = (i) + (iv) = 64 – 12 = 52 (v) Therefore, ratio of villagers to employees in the 8 motor boats = (iv) : (v) = 12:52 = 3:13

2. How many employees were evacuated in the trawler?

1. 13
2. 15
3. 12
4. 10

Answer: 1

Rationale: Number of employees evacuated by the country boat = x/6 (vi) Remaining employees after country boat evacuation = x – x/6 = 5x/6 (vii) Number of employees evacuated by the trawler = 1/5 * 5x/6 = x/6 (viii) [Note: See Rationale for 1.1 for calculated data] From (v) in Rationale for 1.1, we know that the number of employees evacuated by the 8 motor boats = 52.

Therefore, 52 = Remaining employees after country boat evacuation - Number of employees evacuated by the trawler, i.e. (vii) – (viii) = 5x/6 – x/6 = 4x/6 = 2x/3 Therefore, x = 52 * 3/2 = 78 = Total number of employees Therefore, the number of employees evacuated by the trawler = 78/6 = 13

3. If there were 4 villagers in the country boat, and 6 fishermen in the trawler, and if an equal number of people travelled in each trip; i.e. country boat, trawler, and motorboats, how many people travelled on each trip?

1. 10
2. 6
3. 9
4. 8

Answer: 1

Rationale: Total number of employees = 78 [Note: See Rationale for 1.2] Villagers and fishermen in the country boat and trawler = 4 + 6 = 10 Number of villagers in the 8 motor boats = 12 [Note: See (iv) of Rationale for 1.1] Total number of people that travelled = 78 + 12 + 10 = 100 Number of trips = 1 (country boat) + 1 (trawler) + 8 boats = 10 Average number of people travelled by the country boat, trawler and the last 8 boats = 100/10 = 10

4. After they reached the shore, 1/3 of the employees took a taxi, half of them took a bus and the remainder took the train. The cost of hiring a 4-seater taxi was Rs.500, the cost of hiring a bus was Rs.5000 and each train ticket was priced at Rs.75. The taxis took a maximum of four passengers each. If the total expenditure on the different modes of transport was Rs.9,475, how many taxis were hired?

1. 5
2. 6
3. 7
4. 8

Answer: 3

Rationale: Total number of employees = 78 [Note: See Rationale for 1.2] Number of employees that took a taxi = 1/3 * 78 = 26 Since each taxi is only a 4-seater, the number of taxis needed = 26/4 = 6 1/2 Therefore, number of taxis hired = 7

5. The total number of employees in Sang-Saath Bank is 4.5 times the number that went on the picnic. The Securities department of the bank consists of 4/9 of the total number of employees. The percentage of Sang-Saath Bank’s employees in the Securities department is:

1. Between 45% - 50% of the total number of employees in the bank
2. Between 40% - 45% of the total number of employees in the bank
3. More than 50% of the total number of employees in the bank
4. Less than 40% of the total number of employees in the bank

Answer: 2

Rationale: Total number of employees evacuated = 78 [Note: See Rationale for 1.2] Total number of employees in the bank = 4.5 * 78 = 351 Number of employees in securities = 4/9 * 351 = 156 Percentage of people in Securities = 156/351 * 100 = 44.44%

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