SBI Clerk 2024 Most Scoring Topics For Numerical Section

SBI Clerk 2024 Most Scoring Topics For Numerical Section: The State Bank of India (SBI) conducts the SBI Clerk exam to recruit aspirants for the Clerk posts. The SBI Clerk exam consists of three sections English Language, Numerical Ability, and Reasoning. In this blog, we have provided the SBI Clerk 2024 most scoring topics for the numerical section. The numerical section of the SBI Clerk exam consists of a total of 35 questions and each question carries one mark. Candidates will get a total of 20 minutes to attempt this section. Among all the sections, the numerical section is one of the most time-consuming sections. This section requires a lot of practice than study. Candidates are advised to first understand the basic knowledge about the topics then make a notebook and write down all the important formulas such as those related to percentages, discounts, profit and loss, and revise these formulas and concepts daily. Most of the questions in this section can be solved easily by using tricks candidates are advised to work on tricks and practice them. This will help them save time during the exam. Explore the fundamentals of most scoring topics,

SBI Clerk Prelims Topic-Wise Weightage for Numerical Section

Below we have provided the SBI Clerk prelims topic-wise weightage for the numerical section. Candidates must go through this table. It will help them in prioritizing the topics into weak and strong areas.

SBI Clerk Prelims Topic-Wise Weightage for Numerical Section
Topics	SBI Clerk Topic-Wise Weightage 2023	SBI Clerk Topic-Wise Weightage 2022	SBI Clerk Topic-Wise Weightage 2021	SBI Clerk Topic-Wise Weightage 2020	SBI Clerk Topic-Wise Weightage 2019
Data Interpretation	5-9	5	5	5-6	0-5
Caselets	–	0-5	0-5	0-5	–
Missing Number Series	5	0-5	0-5	0-5	–
Wrong Number Series	5-6	0-5	0-5	0-5	0-5
Arithmetic	7-15	10-12	8-13	9-10	8-10
Simplification/Approximation	9-15	10-15	10-13	10	10-12
Q1, Q2	–	–	2-4	–	–
Quadratic Equation	–	0-6	0-2	0-5	0-5

SBI Clerk Most Scoring Topics For Numerical Ability Section

Before start solving the questions in the SBI Clerk Numerical Section. Candidates must know the fundamentals and formulas very well. Below we have explained some topics that have high weightage in the exam. Candidates are advised to read them very carefully.

1. Simplification

Simplification is a basic topic that deals mainly with the simplification of complex algebraic expressions. It involves applying the order of operations which uses BODMAS: The 4 operations include the use of brackets, the Orders of operations which include Division and Multiplication then Addition and Subtraction. One can gain a good score in this section if he/she masters fast navigation of arithmetic operations and is able to calculate most problems mentally or with less writing as this takes a lot of time during the exam.

2. Data Interpretation

Data interpretation is important when presenting and making conclusions on data displayed in the form of figures, illustrations, charts, graphs and tables. This topic challenges a candidate’s ability to understand and analyze quantitative data and weigh a decision based on the findings. Solving various kinds of questions like totals, averages, or trends, will improve comprehension skills in working with textual or numerical data and the speed at which the relevant information is extracted in the context of exams.

3. Percentage

Percentage is considered a simple topic in mathematics. Candidates are required to perform percentage computations, ability to determine percentage gains and losses, ability to work out profit and loss problems. Candidates can expect at least 2-3 questions from this topic in the SBI Clerk prelims So, this topic become more important for practice.

4. Ratio and Proportion

Ratio simply means the comparison of certain measures while proportion is the relative of those measures. Familiarity with these concepts is essential if one is to solve problems concerning distribution; the method of mixing, and the method of scaling. Candidates are advised to develop a general awareness of direct and indirect proportion and be in a position to solve proportion equations. When answering questions, one has to divide some amount according to specific proportions or dilute some solutions, which contributes to the learning of analytical thinking.

5. Average

The specific subject matter of averages includes the computation of arithmetic mean, median, and mode. It is recommended that candidates attempt to obtain averages from different types of data and make sure that candidates understand what weighted averages are; different values matter in equal measures in this case. It is a very common topic since questions might ask to vary the averages with new data inserted, for example.

6. Time and Work

Time and work problems deal with how different persons accomplish operations or work at different time spans. It should be possible for candidates to identify the productivity of one worker or a team of workers and to solve problems that are common in group work. Some questions are time taken when working together while other questions involve finding how long it will take an individual for the same task.

Important formulas related to the SBI Clerk Numerical Section

Below we have provided some important numerical formulas that are useful for SBI Clerk exams:

1. Percentage

• Percentage = (Part/Total) × 100

2. Profit and Loss

• Profit = Selling Price (SP) – Cost Price (CP)
• Loss = Cost Price (CP) – Selling Price (SP)
• Profit Percentage = (Profit/CP) × 100
• Loss Percentage = (Loss/CP) × 100

3. Simple Interest

• Simple Interest (SI) = (Principal × Rate × Time) / 100
• Amount (A) = Principal + SI

4. Compound Interest

• Amount (A) = Principal × (1 + Rate/100)^Time
• Compound Interest (CI) = A – Principal

5. Average

• Average = (Sum of Values) / (Number of Values)

6. Ratio and Proportion

• If A : B = m : n, then A = (m/(m+n)) × Total and B = (n/(m+n)) × Total

7. Time and Work

• Work = Time × Rate
• If A can do a work in x days and B in y days, then:
  • Work done by A in 1 day = 1/x
  • Work done by B in 1 day = 1/y
  • Combined work = (1/x + 1/y)

8. Speed, Distance, and Time

• Distance = Speed × Time
• Speed = Distance / Time
• Time = Distance / Speed

9. Area and Perimeter

• Rectangle: Area = l × b; Perimeter = 2(l + b)
• Square: Area = a²; Perimeter = 4a
• Triangle: Area = (1/2) × base × height
• Circle: Area = πr²; Circumference = 2πr

10. Algebraic Identities

• (a + b)² = a² + 2ab + b²
• (a – b)² = a² – 2ab + b²
• a² – b² = (a + b)(a – b)

11. Quadratic Equations

• Roots of ax² + bx + c = 0 are given by:
  x=−b±b2−4ac2ax = \frac{-b \pm \sqrt{b² – 4ac}}{2a}x=2a−b±b2−4ac​​

12. Probability

• Probability (P) = (Number of Favorable Outcomes) / (Total Outcomes)

13. Permutations and Combinations

• Permutations of n objects = n! (factorial)
• Combinations of n objects taken r at a time = nCr = n! / [r!(n-r)!]

14. Interest Rates and Time Conversions

• For monthly rates: Annual Rate/12
• For days in a year: Typically 365 (or 360 in some calculations)

15. HCF and LCM

• HCF (Highest Common Factor) and LCM (Lowest Common Multiple):
  • LCM(a, b) = (a × b) / HCF(a, b)

Practice Sample Questions On the Numerical Ability Section

Question 1: The average marks obtained by 25 students in an exam is 100. If the
marks of two students which are 115, and 112 are added, then the average marks of
each student becomes (x + 1). Find the value of ‘x’.

A) 250
B) 125
C) 100
D) 80
E) None of these

Question 2: Ratio of the efficiency of pipe ‘A’ to that of pipe ‘B’ is 3:1, while working
together they can fill a tank in 18 minutes. If pipe ‘C’ is 100% more efficient than pipe
‘B’, then find the time taken by pipe ‘C’ alone to fill the tank.

A) 36 minutes
B) 24 minutes
C) 12 minutes
D) 48 minutes
E) None of these

Question 3: Five years hence from now, ratio of ages of ‘A’ and ‘B’ will be 4:3,
respectively. The sum of present ages of ‘A’ and ‘B’ is 60 years. Find the difference
between the present age of ‘A’ and ‘B’.

A) 15 years
B) 10 years
C) 18 years
D) 20 years
E) 25 years

Question 4: A shoe seller sells pair of shoes whose marked price are Rs. 1,040. While
selling a pair of shoes, he offers a discount of 37.5% and gives a pair of socks costing
Rs. 30 for free with them and even though he makes a profit of 30%. What is his cost
price of a pair of shoes?

A) Rs. 470
B) Rs. 530
C) Rs. 500
D) Rs. 390
E) None of these

Question 5: ‘A’ started the business with an initial investment of Rs. 2,000. After ‘M’
months, ‘B’ joined him with an investment of Rs. 3,000. At the end of the year, they
shared the profit equally. Find the value of (2M + 5)?

A) 24
B) 9
C) 22
D) 13
E) 18

Click on the below button to get the solution and explanation of the above questions and more sample questions.

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