Percentage Questions for IBPS RRB Clerk 2026 Quiz, Practice Sets, Short Tricks & PDF

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Percentage Questions for IBPS RRB Clerk 2026 are essential for scoring high in the Quantitative Aptitude Section, with 2 to 4 direct questions and additional applications in Data Interpretation, Profit & Loss, and Ratio. From fraction-to-percentage conversions to successive percentage changes, candidates must master these concepts to solve arithmetic problems quickly and accurately. The Prelims questions generally range from basic to moderate calculations, while Mains focuses more on application-based problems involving income, expenditure, savings, population changes, elections, and examination marks.

In this guide, you will find important Percentage questions with solutions, shortcut tricks, essential formulas, and fraction-to-percentage conversion tables based on the latest exam preparation requirements. Focus on mental calculation techniques and successive percentage formulas to reduce lengthy calculations and improve your speed. Regular practice of these question types will help you strengthen your Numerical Ability preparation for the IBPS RRB Clerk 2026 exam.

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Key Highlights of Percentage Questions for IBPS RRB Clerk 2026

Numerical Ability in the IBPS RRB Clerk preliminary examination requires rapid mental calculations and conceptual clarity. Percentage problems form the foundational core of arithmetic calculations, enabling candidates to solve multiple sub-topics with high speed.

Exam Weightage: Expect 4 to 8 questions directly in arithmetic or indirectly across Data Interpretation (DI) charts and Simplification sets.
Core Concepts: Focus heavily on fraction to percentage conversions, successive percentage change, income-expenditure splits, and election mechanics.
Time Target: Solve each preliminary level percentage problem within 20 to 30 seconds using fraction shortcuts.
Primary Focus: Eliminating pen-and-paper steps through base-100 assumptions and standard fraction values.

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10 Exam Level Percentage Questions for IBPS RRB Clerk 2026

Solving targeted practice questions allows candidates to evaluate their speed and accuracy under actual exam conditions. Attempt these 10 exam-level percentage problems crafted specifically for the IBPS RRB Clerk Prelims pattern.

Percentage Quiz 2026 Score: 0/10

Directions: Attempt all 10 Percentage questions. Select the correct option to view the detailed solution instantly. Each question carries 1 mark. Your score will be updated automatically.
Total Questions: 10 | Total Marks: 10

Question 1. If the price of sugar increases by 20%, by what percentage must a household reduce its consumption so that the total expenditure remains unchanged?

Correct Answer: A) 16.67%
Let the initial price = Rs. 100 and initial consumption = 100 units.
Initial Expenditure = 100 × 100 = 10000.
New Price = Rs. 120.
To keep expenditure unchanged, New Consumption = 10000 / 120 = 83.33 units.
Reduction in consumption = 100 − 83.33 = 16.67%.
Shortcut Formula: [r / (100 + r)] × 100
= [20 / 120] × 100 = 16.67%.

Question 2. In an election between two candidates, the winner secured 62% of the total valid votes and won by a margin of 1440 votes. What was the total number of valid votes polled in the election?

Correct Answer: B) 6000
Let total valid votes = 100%.
Winner gets = 62%.
Loser gets = 100% − 62% = 38%.
Margin difference = 62% − 38% = 24%.
Given 24% = 1440 votes.
Total valid votes = (1440 / 24) × 100
= 60 × 100 = 6000.
Therefore, total valid votes = 6000.

Question 3. A student has to secure 36% marks to pass an examination. He gets 145 marks and fails by 35 marks. Find the maximum marks for the examination.

Correct Answer: C) 500
Passing Marks = Marks Obtained + Failure Margin.
= 145 + 35 = 180.
According to the question, 36% of Maximum Marks = 180.
Maximum Marks = (180 / 36) × 100
= 5 × 100 = 500.
Therefore, maximum marks = 500.

Question 4. Raman spends 20% of his monthly income on house rent, 30% of the remaining on food, and 10% of the rest on transport. If he is left with Rs. 10080, what is his total monthly income?

Correct Answer: B) Rs. 20000
Let total monthly income = Rs. X.
After house rent (20%), remaining = 0.80X.
After food (30% of remaining), remaining = 0.80X × 0.70 = 0.56X.
After transport (10% of remaining), remaining = 0.56X × 0.90 = 0.504X.
Given 0.504X = 10080.
X = 10080 / 0.504 = Rs. 20000.
Therefore, total monthly income = Rs. 20000.

Question 5. The population of a town increases by 10% in the first year and decreases by 10% in the second year. If the present population is 99000, what was the population two years ago?

Correct Answer: A) 100000
Let the population two years ago = P.
P × (110 / 100) × (90 / 100) = 99000.
P × 1.1 × 0.9 = 99000.
P × 0.99 = 99000.
P = 99000 / 0.99 = 100000.
Therefore, the population two years ago was 100000.

Question 6. If A’s salary is 25% more than B’s salary, then by what percentage is B’s salary less than A’s salary?

Correct Answer: B) 20%
Let B’s salary = Rs. 100.
Then A’s salary = Rs. 125.
Difference = 125 − 100 = 25.
Percentage by which B is less than A:
= (25 / 125) × 100
= (1 / 5) × 100 = 20%.
Therefore, B’s salary is 20% less than A’s salary.

Question 7. In an examination, 65% of students passed in Mathematics and 55% passed in Reasoning. If 40% passed in both subjects, what percentage of students failed in both subjects?

Correct Answer: B) 20%
Passed in at least one subject = Passed in Maths + Passed in Reasoning − Passed in both.
= 65% + 55% − 40%
= 80%.
Failed in both subjects = 100% − 80% = 20%.
Therefore, 20% of students failed in both subjects.

Question 8. If the numerator of a fraction is increased by 200% and the denominator is increased by 150%, the resulting fraction becomes 9/10. What was the original fraction?

Correct Answer: A) 3/4
Let the original fraction be x/y.
New numerator = x + 200% of x = 3x.
New denominator = y + 150% of y = 2.5y.
Given:
3x / 2.5y = 9 / 10.
6x / 5y = 9 / 10.
x/y = (9 × 5) / (10 × 6)
= 45 / 60 = 3/4.
Therefore, the original fraction was 3/4.

Question 9. A person saves 15% of his income. If his income increases by 20% and his expenditure increases by 20%, find the percentage increase in his savings.

Correct Answer: B) 20%
Let Income = 100, Savings = 15, and Expenditure = 85.
New Income = 100 + 20% = 120.
New Expenditure = 85 + 20% of 85 = 85 + 17 = 102.
New Savings = 120 − 102 = 18.
Increase in Savings = 18 − 15 = 3.
Percentage increase in Savings = (3 / 15) × 100 = 20%.
Therefore, savings increase by 20%.

Question 10. Due to a 10% reduction in the price of apples, a customer can buy 2 kg more apples for Rs. 360. Find the reduced price per kg of apples.

Correct Answer: B) Rs. 18
Money saved due to price reduction = 10% of 360.
= (10 / 100) × 360 = Rs. 36.
This saved money buys 2 extra kg of apples.
Reduced price per kg = 36 / 2 = Rs. 18.
Therefore, the reduced price is Rs. 18 per kg.

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Percentage Fraction Chart for Bank Exams

Memorizing standard fraction-to-percentage conversions saves critical calculation time during speed-based banking prelims.

The table below presents essential fraction values every candidate must learn for quick mental conversions.

Fraction Value	Percentage Value	Equivalent Decimals
1/2	50%	0.50
1/3	33.33%	0.333
1/4	25%	0.25
1/5	20%	0.20
1/6	16.67%	0.166
1/7	14.28%	0.142
1/8	12.50%	0.125
1/9	11.11%	0.111
1/10	10%	0.10
1/11	9.09%	0.0909
1/12	8.33%	0.0833

Essential Percentage Formulas for Bank Exams

Applying standard formulas helps streamline steps for complex word problems involving multi-stage calculations.

Basic Percentage Formula

The basic percentage formula represents a part of a whole expressed in terms of hundred.

Percentage = (Obtained Value / Total Value) x 100

Percentage Increase

Percentage increase measures the relative change when a value grows over time.

Percentage Increase = [(New Value – Original Value) / Original Value] x 100

Percentage Decrease

Percentage decrease evaluates the relative reduction from an initial reference point.

Percentage Decrease = [(Original Value – New Value) / Original Value] x 100

Successive Percentage Change

When a quantity changes sequentially by a% and b%, calculate net percentage change directly.

Net Percentage Change = a + b + [(a x b) / 100]

Price-Consumption Formula

If the price of a commodity increases by r%, calculate required consumption reduction to keep expenditure constant.

Percentage Reduction in Consumption = [r / (100 + r)] x 100

Shortcut Tricks to Solve Percentage Problems Quickly

Shortcuts help candidate replace manual paper division with instant ratio analysis during test attempts.

Trick 1: Convert Percentages into Fractions

Instead of calculating 37.5% of 640 manually, convert 37.5% to its fractional equivalent 3/8. Multiply (3 / 8) x 640 = 240 instantly.

Trick 2: Split Numbers Using 10%, 5%, and 1%

Break difficult percentage numbers into simple components. To find 26% of 400, calculate 10% x 2 = 20% (80), add 5% (20), and add 1% (4). Total = 80 + 20 + 4 = 104.

Trick 3: Use the Reverse Percentage Concept

Remember that X% of Y is always equal to Y% of X. Calculating 64% of 25 is difficult, but calculating 25% of 64 is simply 64 / 4 = 16.

Trick 4: Use the Base-100 Method

Assign an initial value of 100 whenever working with unknown income, population, or test scores. Working with 100 avoids algebra equations and makes percentage adjustments straightforward.

How to Prepare Percentage Questions for IBPS RRB Clerk 2026?

Structured practice combined with daily speed drills ensures top performance in the numerical section.

Memorize Fraction Tables: Practice converting fractions from 1/2 to 1/20 until conversions become second nature.
Practice Mixed Quizzes: Attempt topic tests covering elections, population, and price-consumption variations.
Integrate with Data Interpretation: Practice reading bar graphs and pie charts using direct percentage shortcuts.
Focus on Speed Drills: Solve 20 percentage questions daily using a timer targeting under 30 seconds per question.

Final Takeaway

Mastering percentage fundamentals is the single most effective strategy to boost overall marks in the preliminary test. By internalizing fraction-to-percentage charts, learning successive change shortcuts, and practicing daily mock tests, candidates can achieve speed and total accuracy in the upcoming clerical examination. For structured study materials and exam-level sectional tests, aspirants can head to PracticeMock to practice mock tests and improve their quantitative accuracy for upcoming bank exams.

Important Blogs for IBPS RRB Clerk
IBPS RRB Clerk Exam Pattern	IBPS RRB Clerk Syllabus
IBPS RRB Clerk Salary	IBPS RRB Clerk Cut Off
IBPS RRB Clerk Previous Year Paper

Percentage Questions for IBPS RRB Clerk 2026 Frequently Asked Questions

What are the most important percentage topics for bank exams?

Core topics include fraction-percentage conversions, income and expenditure distributions, election vote margins, successive price variations, and passing marks analysis.

Are percentage questions asked in bank clerk exams?

Yes. Percentage-based questions can appear in exams such as SBI Clerk, IBPS Clerk and RRB Clerk exams. The difficulty and number of questions can vary from one exam and shift to another.

How can I solve percentage questions for IBPS RRB Clerk 2026 quickly?

Use the fraction shortcut method instead of decimal division. Memorizing basic fraction tables (1/2 to 1/12) allows you to solve prelims-level questions in under 25 seconds.

Are simple percentage questions for RRB Clerk prelims asked directly?

Yes, Prelims features direct arithmetic word problems alongside indirect percentage applications in Data Interpretation charts and Simplification equations.

Where can I get an IBPS RRB Clerk percentage practice questions PDF?

Aspirants can download free practice PDFs, sectional topic tests, and full-length mock papers directly from leading banking preparation portals like PracticeMock.

How many percentage questions should I practice for bank exams?

Practice at least 150 to 200 mixed percentage problems across all sub-topics to build computational speed and ensure complete familiarity with various question formats.

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