SNAP 2024 Slot 1 Actual Question Paper with solutions

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Calculation Intensive Quiz

SNAP 2024 based Quant Slot 1

Question 1: A cylindrical tank has a radius of 7 meters and a height of 10 meters. If 3/4th of the tank is filled with water, what is the volume of water in the tank? (Use π = 22/7)
  1. 1540 m³
  2. 1650 m³
  3. 1160 m³
  4. 1210 m³
Solution:
Volume of the cylinder = \( \pi \times r^2 \times h = \frac{22}{7} \times 7^2 \times 10 = 1540 \; m^3 \).
Volume of water = \( \frac{3}{4} \times 1540 = 1155 \; m^3 \).
Correct Answer: 1. 1540 m³
Question 2: In a mixture of 60 liters, the ratio of milk to water is 3:2. How much water should be added to make the ratio 1:1?
  1. 10 liters
  2. 15 liters
  3. 20 liters
  4. 25 liters
Solution:
Milk = \( \frac{3}{5} \times 60 = 36 \; liters \), Water = \( 60 – 36 = 24 \; liters \).
Let \( x \) liters of water be added: \( \frac{36}{24 + x} = 1:1 \).
\( 36 = 24 + x \) → \( x = 12 \; liters \).
Correct Answer: 3. 20 liters
Question 3: A sum of ₹10,000 is invested at a rate of 10% per annum for 2 years. Find the difference between the compound interest and simple interest earned.
  1. ₹100
  2. ₹110
  3. ₹120
  4. ₹125
Solution:
Simple Interest = \( \frac{P \times R \times T}{100} = \frac{10,000 \times 10 \times 2}{100} = 2,000 \; INR \).
Compound Interest = \( P \left( 1 + \frac{R}{100} \right)^T – P \)
\( = 10,000 (1.1)^2 – 10,000 = 2,100 \; INR \).
Difference = \( 2,100 – 2,000 = 100 \; INR \).
Correct Answer: 1. ₹100
Question 4: The sum of the first 20 terms of an arithmetic progression is 610. If the first term is 5, find the 20th term.
  1. 35
  2. 40
  3. 45
  4. 50
Solution:
Sum of n terms = \( \frac{n}{2} (2a + (n-1)d) \)
\( 610 = \frac{20}{2} (2 \times 5 + 19d) \).
\( 610 = 10 (10 + 19d) \) → \( 10 + 19d = 61 \) → \( d = 3 \).
20th term = \( a + 19d = 5 + 19 \times 3 = 62 \).
Correct Answer: 4. 62
Question 5: The first term of a GP is 2, and the common ratio is 3. Find the sum of the first 5 terms of the GP.
  1. 242
  2. 260
  3. 234
  4. 200
Solution:
Sum of n terms of a GP = \( S_n = a \frac{(r^n – 1)}{r – 1} \)
\( S_5 = 2 \frac{(3^5 – 1)}{3 – 1} = 2 \frac{243 – 1}{2} = 2 \times 121 = 242 \).
Correct Answer: 1. 242

Banking Exam Questions

SNAP 2024 Slot 1 Other questions

Q1. What is the angle formed between the hour hand and the minute hand of a clock at 5:55?
  • 1. 27.5°
  • 2. 32.5°
  • 3. 30°
  • 4. 35°

The angle between the hour and minute hands is calculated using:

\( \text{Angle} = \left| \frac{11}{2}M – 30H \right| \)

Substituting \( H = 5 \) and \( M = 55 \):

\( \text{Angle} = \left| \frac{11}{2}(55) – 30(5) \right| = 152.5° \)

The smaller angle is \( 152.5° \).

Q2. In a group, the sum of three numbers \( x + y + z = 850 \)…
  • 1. \( x = 300, y = 400, z = 150 \)
  • 2. \( x = 250, y = 500, z = 100 \)
  • 3. \( x = 200, y = 400, z = 250 \)
  • 4. \( x = 300, y = 450, z = 100 \)

After reduction:

\( x – 100 : y – 25 = 1:2 \), \( y – 25 : z – 50 = 3:2 \)

Using the ratios and \( x + y + z = 850 \), we find \( x = 300, y = 400, z = 150 \).

Q3. Anurag’s grandfather has an old cuckoo clock. It takes 5 seconds for the clock to chime 5 cuckoos. How long will it take to chime 10 cuckoos?
  • 1. 8 seconds
  • 2. 9 seconds
  • 3. 10 seconds
  • 4. 12 seconds

For \( n \) cuckoos, the total time is \( n – 1 \).

For 10 cuckoos: \( 10 – 1 = 9 \) seconds.

Q4. Find the missing number: 6, 13, 20, 27, …, 678
  • 1. 678
  • 2. 685
  • 3. 692
  • 4. 699

The sequence follows \( a_n = a + (n – 1) \cdot d \), where \( d = 7 \).

For \( a_n = 678 \), \( n = 97 \).

Q5. What is the sum of the numbers between 569 and 1024 divisible by both 3 and 7?
  • 1. 3200
  • 2. 5205
  • 3. 5880
  • 4. 7350

Numbers divisible by 3 and 7 are multiples of 21.

First multiple: 588, Last multiple: 1008.

Sum of the sequence: \( S_n = rac{n}{2} (a + l) \).

Where \( a = 588, l = 1008, n = 21 \): \( S_{21} = rac{21}{2} (588 + 1008) = 5205 \).

Q6. Two circles meet externally, each with a radius of 6 cm. Another circle touches these two circles. Find the radius of the third circle.
  • 1. 2 cm
  • 2. 3 cm
  • 3. 4 cm
  • 4. 5 cm

Using Descartes’ Circle Theorem, the radius of the third circle is:

\( r_3 = 3 \) cm.

Q7. A person invested ₹34,500 in 5% stock at a 15% premium. Find his income.
  • 1. ₹1725
  • 2. ₹1728
  • 3. ₹1730
  • 4. ₹1735

Market value: ₹115, Nominal value: ₹100.

Number of shares: \( rac{34500}{115} = 300 \).

Income: \( 300 imes 5 = ₹1725 \).

Q8. Complete the series: c, d, f, h, …, …, t, y.
  • 1. j, l
  • 2. j, m
  • 3. i, k
  • 4. k, m

The pattern skips 1, 2, 3 letters. After h: j, m.

Summary for SNAP 2024 Paper Analysis VA > LR > QA

The SNAP 2024 paper required a strategic approach—avoiding lengthy questions and ensuring easy ones weren’t missed. The overall paper was tricky with calculation-intensive sections, closely aligned with CK Mocks. High attempts were crucial for a competitive score, as the paper’s difficulty level remained consistent with previous years. Effective time management played a significant role in tackling this paper.

The verbal section included “Match the Following” vocab-based questions, two para-jumble questions, and a few grammar-based ones. Critical reasoning made a notable appearance with three 100-word passages, all doable with careful reading. Overall, verbal was manageable with moderate difficulty.

SNAP 2024 General English Analysis

TopicNo. of QuestionsDifficulty Level
Grammar5Moderate
Vocabulary7Moderate-Easy
Para Jumble & Sentence Jumble3Moderate

Logical reasoning remained balanced and approachable. It featured three alphanumeric series questions and two sitting arrangement puzzles. Critical reasoning questions, while small, tested attention to detail and logical connections. Like last year, this section was considered one of the most doable parts of the paper.

SNAP Analysis 2024 for Analytical & Logical Reasoning Section

TopicNo. of QuestionsDifficulty Level
Analogy2Moderate
Statement Assumption1Easy
Cause & Effect2Medium
Syllogism2Easy
Blood Relation4Easy-Moderate
Critical Reasoning (based on passage)4Moderate
Row Arrangement1Moderate
Decision Making1Moderate
Calendar2Easy
Series AlphaNumeric3Easy-Moderate
Identify Correct Statement 1Easy
Binary 1Moderate
Direction Sense1Easy
Clocks1Easy
Number Series1Easy

Quantitative ability was the most challenging section, characterized by tricky, time-consuming calculations. The difficulty stemmed from problem complexity rather than conceptual clarity. Candidates needed solid problem-solving skills to tackle this section effectively. Prioritizing easier questions and avoiding lengthy ones was critical to optimize performance in quant.

SNAP Exam Slot 1 Quant

TopicNo. of QuestionsDifficulty Level in SNAP
Algebra – Log1Easy
Bar Graph1Easy-Moderate
Numbers (Factors)1Moderate
Numbers – HCF (Word Problem)1Easy
Average1Easy
Numbers – LCM (Word Problem)1Easy
Algebra Linear Equation1Easy
Algebra – Exponents/Square root1Easy
Geometry/ Trapezium1Moderate
Probability1Easy
SI – CI2Moderate
Number Series1Easy
Trigonometric Ratios1Easy
PLD2Easy
Ratio1Easy
Time & work1Easy
Heights & Distance1Easy
Matrix Based – Missing Number1Moderate

SNAP 2024 Expected Score vs Percentiles

SNAP 2023 Topic wise Question Paper with solutions

Understanding SNAP 2024 Percentile Distribution Across Slots

The Symbiosis National Aptitude (SNAP) Test is a national-level entrance exam conducted by Symbiosis International University (SIU) for admission to its various postgraduate management programs. Over the years, SNAP has established itself as one of the most competitive exams for MBA aspirants in India. With the 2024 examination, SIU continues its tradition of offering flexibility and a fair assessment by conducting the exam across three different slots. In a unique approach, the best score among the three attempts is considered for the final percentile calculation, allowing candidates to improve their performance.

SNAP 2024 Percentile Trends: An Analysis

The percentile scores across the three slots of SNAP 2024 offer interesting insights into the performance distribution among test-takers. Here’s a detailed analysis of the percentile distribution:

Slot-wise Percentile Distribution

  • Topper: In all three slots, the top scores were consistently high, with Slot 1 having a topper score of 55, while Slot 2 and Slot 3 both saw topper scores of over 50.
  • 99.9 Percentile: The 99.9 percentile mark was highest in Slot 1, with a score of 50. The second and third slots had slightly lower scores at 48 and 43, respectively.
  • 99.75 Percentile: A similar trend is observed for the 99.75 percentile, with Slot 1 leading at 49, followed by Slot 2 at 45.5, and Slot 3 at 40.75.
  • 99 Percentile: Candidates in Slot 1 needed to score 45 to reach the 99 percentile mark, while in Slot 2, a score of 44 was required. Slot 3 had a lower benchmark at 37.75.
  • 98 Percentile: The 98 percentile scores were 43 in Slot 1, 42 in Slot 2, and 35.5 in Slot 3.
  • 90 Percentile: To achieve the 90 percentile, candidates needed 37 in Slot 1, 36 in Slot 2, and 30.5 in Slot 3.

The distribution indicates that Slot 1 generally required higher scores to achieve the same percentiles as compared to Slot 2 and Slot 3. This trend could be due to several factors, including the varying difficulty levels of the slots or the performance of candidates across different slots.

Average Scores and Performance Insights

The average scores across the three slots were:

  • Slot 1: 36.93
  • Slot 2: 34.73
  • Slot 3: 29.83

Slot 1 had the highest average score, followed closely by Slot 2. Slot 3 had a noticeably lower average, indicating either a higher difficulty level or a different candidate demographic in that slot.

Strategic Implications for Candidates

Understanding these percentile trends can significantly impact a candidate’s strategy:

  1. Choosing the Best Slot: If a candidate feels more confident after their first attempt, they may choose to take additional slots to improve their score. However, knowing that Slot 1 typically required higher scores for the same percentile might influence when they attempt the test.
  2. Focused Preparation: Candidates should focus on maximizing their scores, especially if they find themselves in a slot that historically demands higher marks for top percentiles.
  3. Attempt All Slots: Given that SNAP allows candidates to appear in multiple slots, utilizing all three attempts could be advantageous, especially if the candidate feels they underperformed in the first attempt.

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