Are you ready to face the SBI Clerk Mains exam and secure a top score in the Quantitative Aptitude section? Ever wondered how to achieve a 45+ score in this challenging section? With the right strategy, practice, and dedication, it’s possible. To ace this section, one needs to have a clear understanding of the concepts, formulas, and shortcuts. One also needs to practice a lot of questions from different topics and difficulty levels. Moreover, one needs to have a smart and effective strategy to manage the time and accuracy in the exam. A good score in this section can boost the overall score and rank of a candidate. Therefore, many aspirants aim to achieve a 45+ score out of 60 marks in this section. This is not an impossible task, but it requires a lot of hard work and dedication.
In this article, we will share with you some of the secrets and expert tips that can help you achieve this goal confidently.
By following these guidelines, you can prepare well for the SBI Clerk Mains exam and score high in the Quantitative Aptitude section. So, are you ready to follow this challenge and secure your dream job? Let’s get started!
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Also Read: SBI Clerk Mains 2024: 10 Tips on How to Score 35+ Marks in General English
Also read: SBI Clerk Mains Exam: 20 Days Mock Test Challenge to Master Every Topic
To effectively prepare for the SBI Clerk Mains 2024 Exam, follow this 5-day mock test challenge:
The SBI Clerk Mains Exam 2024 consists of four sections: General English, Quantitative Aptitude, Reasoning Ability and Computer Aptitude, and General/Financial Awareness. Let’s delve into the specifics of the SBI Clerk Mains Exam Pattern 2024:
| Section | No. of Questions | Total Marks | Duration |
| General English | 40 | 40 | 35 minutes |
| Quantitative Aptitude | 50 | 50 | 45 minutes |
| Reasoning Ability and Computer Aptitude | 50 | 60 | 45 minutes |
| General/Financial Awareness | 50 | 50 | 35 minutes |
| Total | 190 | 200 | 2 hours 40 minutes |
The Quantitative Aptitude section is pivotal in the SBI Clerk Mains Exam, demanding a strong grasp of mathematical concepts. Let’s explore the detailed syllabus:
To score high, align your study plan with the syllabus and practice regularly. The quantitative aptitude section offers ample scoring opportunities if approached strategically.
The State Bank of India (SBI) conducts the SBI Clerk Mains exam every year to recruit candidates for various clerical posts in its branches across the country. The exam consists of four sections: Reasoning Ability & Computer Knowledge, Quantitative Aptitude, English Language, and General/Financial Awareness. Among these, the Quantitative Aptitude section is often considered the most difficult and time-consuming by the aspirants. It tests the numerical ability and accuracy of a candidate in mathematical calculations. The questions include topics from problems of arithmetic reasoning to purely numeric calculations, equations and algebra, percentage analysis, quantitative analysis and categorisation.
Here are the tips that can help you boost your preparation and performance 10x:
Identify your strengths and weaknesses. Focus on the topics that you are comfortable with and try to score maximum marks in them. Also, work on the topics that you find difficult and clear your doubts.
Manage your time wisely. Allocate a fixed time for each topic and question. Do not spend too much time on a single question or topic. Skip the questions that are too lengthy or complex and attempt them later if you have time.
Practice as much as you can. Attempt the latest SBI Clerk Mains 2024 Mock Tests, solve previous year papers, and online quizzes to improve your speed and accuracy. You can find some useful resources at Quantitative Aptitude Online Course and Quantitative Aptitude Quiz. Take regular mock tests to simulate exam conditions and identify weak areas.
Review the basic concepts and formulas of each topic. Make notes of important points and shortcuts. You can refer to Quantitative Aptitude – Topics, Questions and Answers for a comprehensive list of topics and examples.
Check your calculations and answers carefully. Avoid silly mistakes and errors. Use approximation and estimation techniques when possible. Use options to eliminate wrong choices and increase your chances of getting the right answer. Maintain composure during the exam and tackle questions methodically.
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Here are some specific methods for some of the topics that can help you maximize your score and achieve your goal:
To solve equations, use the basic rules of algebra and simplify the expressions. To factorize polynomials, use the methods of common factors, difference of squares, sum and difference of cubes, etc. To solve inequalities, use the sign rule and plot the solution on a number line.
To analyze data given in tables, charts, graphs, etc., use the techniques of percentage change, ratio and proportion, average, etc. To compare data, use the methods of fractions, decimals, and percentages. To interpret data, use the concepts of mean, median, mode, standard deviation, etc.
To solve problems involving work and time, use the formula:
Work done=Rate of work × Time taken or Time taken= Work done Upon Rate of work
To find the rate of work, use the formula:
Rate of work= 1 Upon Time taken
To solve problems involving multiple workers, use the formula:
1 Upon Time taken by A1+1 Upon Time taken by B1+…=1 Upon Time taken by A and B together1
To simplify expressions, use the order of operations, which is BODMAS (Brackets, Of, Division, Multiplication, Addition, Subtraction). To simplify fractions, use the methods of cancellation, cross-multiplication, and rationalization. To simplify surds, use the properties of indices and radicals.
To solve problems involving surds and indices, use the laws of exponents and radicals, which are given below:
| Law |
| Product rule |
| Quotient rule |
| Power rule |
| Negative exponent rule |
| Zero exponent rule |
| Fractional exponent rule |
| Radical product rule |
| Radical quotient rule |
| Radical power rule |
To solve problems involving stocks and shares, use the formulas given below:
| Term | Formula |
| Face value | The original value of a share |
| Market value | The current value of a share |
| Dividend | The annual income from a share |
| Stock bought/sold | (investment × 100)/Market value = (income × 100)/R% |
| Number of shares | Total investment / Investment in 1 share = Total Income / Income from 1 share = Total face value / face value of 1 share |
| Brokerage | The commission charged by a broker for buying or selling shares |
| Net price | The price after deducting or adding brokerage |
| Income/Dividend | (Stock × Rate )/100 |
| Investment | (stock × market value)/100 = (Income × market value)/R% |
To solve problems involving simple interest and compound interest, use the formulas given below:
| Term | Formula |
| Principal | The initial amount invested or borrowed |
| Interest | The additional amount paid or received |
| Rate | The percentage of interest per annum |
| Time | The duration of the investment or loan |
| Amount | The final value of the investment or loan |
| Amount | Principle + Interest |
Also, learn to perfectly use the formula for ascertaining Simple interest and Compound interest.
To solve problems involving sequence and series, use the formulas given below:
| Term | Formula |
| Sequence | An ordered list of numbers |
| Series | The sum of the terms of a sequence |
| Arithmetic sequence | A sequence in which the difference between any two consecutive terms is constant |
| Common difference | The constant difference between any two consecutive terms of an arithmetic sequence |
| Geometric sequence | A sequence in which the ratio between any two consecutive terms is constant |
| Common ratio | The constant ratio between any two consecutive terms of a geometric sequence |
Also, master formulae of the terms: n th term of an arithmetic sequence, and Sum of n terms of an arithmetic sequence
To solve problems involving ratios and percentage, use the formulas given below:
| Term | Formula |
| Ratio | The comparison of two quantities of the same kind |
| Proportion | The equality of two ratios |
| Percentage | The fraction of a quantity expressed in terms of 100 |
Also, master formulae of the terms: Fraction to percentage, Percentage to fraction, Percentage change, Increase or decrease percentage.
To solve problems involving profit and loss, use the formulas given below:
| Term | Formula |
| Cost price | The price at which an article is bought |
| Selling price | The price at which an article is sold |
| Profit | The difference between the selling price and the cost price when the selling price is more than the cost price |
| Loss | The difference between the cost price and the selling price when the cost price is more than the selling price |
Also, master formulae of the terms: Profit percentage, Loss percentage, Marked price, Discount, Discount percentage, Selling price.
To solve problems involving probability, use the formulas given below:
| Term | Formula |
| Experiment | A process that produces an outcome |
| Sample space | The set of all possible outcomes of an experiment |
| Event | A subset of the sample space |
| Complementary event | The event that does not occur |
| Independent events | Two events that do not affect each other |
Also, master formulae of the terms: Probability of an event, Complementary event, Probability of a complementary event, Mutually exclusive events, Probability of mutually exclusive events, Independent events, Probability of independent events.
Achieving a 45+ score in the Quantitative Aptitude section of the SBI Clerk Mains Exam requires diligent preparation and strategic planning. Ready to put your skills to the test? Kickstart your preparation with a Free SBI Clerk Mains 2024 Mock Test and embark on the journey towards success! 🚀👈
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