Advanced Strategies to Master Bank PO Simplification Questions

Bank Probationary Officer (PO) exams are highly competitive and require a strong grasp of mathematical concepts. Among the various types of questions in these exams, simplification questions often test a candidate’s ability to perform calculations quickly and accurately. These questions demand quick thinking and a sharp mind. While understanding the basic concepts is crucial, delve into advanced strategies that go beyond the basics so that you can ensure you are well-prepared to ace these questions and secure your path to success.

The Power of Approximation

In banking exams, time is of the essence. Mastering the art of approximation can be a game-changer. Don’t hesitate to round off numbers when faced with complete, free, lengthy calculations. For instance, if you come across 347.62, consider rounding it to 350. This simplifies calculations and allows you to save valuable time during the exam. Transitioning between steps becomes smoother when you round numbers, helping you arrive at the answer more confidently and efficiently. However, always ensure that your approximation stays within the actual value, which could lead to incorrect answers.

Utilise Shortcut Methods

Bank PO exams are not just a test of your knowledge but also of your problem-solving skills. Therefore, mastering shortcut methods is essential. One of the most powerful techniques is the Vedic Maths method, which provides innovative approaches to solving complex problems swiftly. For example, the ‘Vertically and Crosswise’ technique can simplify the multiplication of numbers and fractions, saving you time and effort. Other techniques, such as the ‘Divisibility Rule’ and the ‘Unit’s Digit Method,’ can prove invaluable for these questions. Practice these shortcuts diligently to build confidence in their application during the exam.

Be Meticulous with BODMAS

The BODMAS rule (Brackets, Orders, Division and Multiplication, Addition, Subtraction) is your best friend for these questions. This rule dictates the order in which you must perform mathematical operations to arrive at the correct answer. Make sure to double-check your calculations, ensuring you follow BODMAS rigorously. Small errors in the order of operations can lead to incorrect answers. Paying meticulous attention to detail will boost your confidence in tackling complex equations.

Practice, Practice, Practice

Confidence stems from familiarity and competence. The more you practice simplification questions, the more comfortable you become with various problem-solving techniques. Mock exams and sample papers are invaluable resources for honing your skills and building your confidence.

Set a timer to simulate exam conditions to maximise the benefits of practice. This will help you learn time management and reduce anxiety during the actual test. Additionally, seek out diverse question types to ensure you’re well-prepared for any challenge that may arise.

Keep an Error Log

If you want to build unwavering confidence, learning from your mistakes is crucial. Create an error log where you record the types of errors you make in these questions. Whether it’s calculation errors, misinterpretation of the problem, or overlooking a critical detail, identifying your weaknesses is the first step toward improvement.

Regularly review your error log and work on rectifying the issues. This systematic approach will not only enhance your problem-solving skills but also boost your confidence as you see your progress over time.


In Bank PO exams, mastering simplification questions is a vital step toward achieving success. By embracing the power of approximation, utilising shortcut methods, adhering to the BODMAS rule, practising diligently, and maintaining an error log, you can elevate your confidence and problem-solving abilities to new heights.

Remember that confidence is not built overnight; it results from consistent effort and dedication. So, embark on your journey to confidently conquer these questions, and watch your Bank PO exam success become a reality.


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