SSC Percentage Questions, Download PDF
SSC Percentage Questions cover key topics like percentage increase/decrease, profit and loss, and conversion tricks essential for SSC CGL, CHSL, MTS, and GD exams. Candidates can download SSC Percentage Questions PDF in English or Hindi to practice formula-based and previous year problems. Regular practice improves calculation speed and accuracy.
Swati Kumar4 Nov, 2025
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SSC Percentage Questions offer a balanced mix of percentage questions asked in SSC CGL, CHSL, MTS, and GD exams. These questions are significant for the quantitative aptitude section in SSC exams. SSC Percentage questions test your calculative abilities in areas like percentage increase/decrease, profit and loss percentages, and related concepts.
Understand the basic formulae and concepts used in the percentage topics. Practice questions on simple percentage calculations, successive percentage changes, and word problems related to price change and population. Regular practice with previous years’ sample questions further strengthens your concepts of the SSC CGL percentage questions and SSC CHSL percentage questions.
SSC Percentage Questions PDF
SSC Percentage Questions PDF covers a wide range of percentage questions that are frequently asked in SSC exams like CHSL, CGL, and MTS. The PDF gives an overview of the SSC CHSL percentage questions and SSC MTS percentage questions structure with answers. The PDF is available in both English and Hindi for candidates’ suitability.
Download the SSC Percentage Questions PDF and start practicing questions:
| SSC Percentage Questions PDF | |
| SSC Percentage Questions PDF in English | Click Here |
| SSC Percentage Questions PDF in Hindi | Click Here |
SSC CHSL Percentage Questions
SSC CHSL Percentage questions cover various types, including simple percentage calculations, finding the percentage of a number, determining the whole from a percentage, percentage increase/decrease, and profit/loss percentages. Some of these questions are mentioned below for your practice:
Q1 30%of a number is 33. What is the number?
(A) 120
(B) 115
(C) 105
(D) 110
Q2 46% of 250 is equal to:
(A) 115
(B) 92
(C) 112
(D) 103.5
Q3 If 37.5% of a number is 360, then 62.5% of that number will be
(A) 800
(B) 900
(C) 600
(D) 700
Q4 The difference between 82% and 73% of the same number is 72. What is 48% of that number?
(A) 418
(B) 360
(C) 1440/31
(D) 384
Q5 A person saves 25% of his income. If he saves Rs 425 monthly. Find his monthly income.
(A) 1600
(B) 2000
(C) 1700
(D) 1500
Q6 15% of a number, when added to 30% of another, gives 24% of the sum of the two numbers. The bigger number is 4 more than the smaller one. What are the numbers?
(A) 6, 10
(B) 8, 12
(C) 10, 14
(D) 12, 16
Q7 If A's salary is more than B's salary, then by what percentage is B's salary less than that of A?
(A) 47.7%
(B) 33.3%
(C) 37.5%
(D) 45%
Q8 Two labourers, A and B, are paid a total of Rs. 650
per day. If A is paid 160 percent of what is paid to
B, how much (in Rs.) is B paid?
(A) 250
(B) 400
(C) 350
(D) 450
Q9 What is the single equivalent price increase for two successive price increases of 5% and 8% on an item?
(A) 13.4 %
(B) 12.5 %
(C) 14.2 %
(D) 15.5 %
Q10 A number is increased by 25%, and subsequently decreased by 15%. Find the percentage of net increase or decrease.
(A) 7.93% decrease
(B) 6.25% increase
(C) 7.23% increase
(D) 9.18% decrease
Q11 The base of a triangle is increased by 40%. By what percentage (correct to two decimal places) should its height be increased so that the area increases by 60%?
(A) 14.29%
(B) 20.01%
(C) 15.54%
(D) 18.62%
Q12 A number, if reduced by 25% becomes 150. By what percent should it be increased so that it becomes 225?
(A) 12.5%
(B) 10.5%
(C) 15%
(D) 13.5%
Q13 The salary of Ramesh first increases by, then decreases by, then again increases by. Find the overall increase or decrease percentage.
(A) Increase
(B) Decrease
(C) Decrease
(D) Increase
Q14 A number is first increased by 40% and then decreased by 25%, again increased by 15% and then decreased by 20%. What is the net increase/decrease percent in the number?
A) 7.2% decrease
(B) 6.4% increase
(C) 3.4% increase
(D) 3.4% decrease
Q15 In an election, there were only two candidates. The losing candidate got 48% of the total votes. His opponent got 6000 votes more and won by a margin of 3% votes. What was the number of invalid votes?
(A) 2000
(B) 6000
(C) 3000
(D) 3200
Q16 In an election between two candidates, 85% of the electorate cast their votes. 6% of the votes polled were declared invalid. If the winning candidate secured 60% of the valid votes, how
many votes did the winning candidate receive if the number of eligible voters was 10000?
(A) 4784
(B) 4804
(C) 4794
(D) 4824
Q17 Pass percentage of an examination is 35%. If a student who got 210 marks failed by 14 marks,
then what are the maximum marks of the examination?
(A) 600
(B) 660
(C) 620
(D) 640
Q18 If one needs to score 34% to pass a test, the pass marks out of 40 would be:
(A) 13.2
(B) 14.2
(C) 13.6
(D) 14.6
Q19 Kiran got 40% in a test and passed by 10 marks. If the pass marks in the test were 82, find the maximum marks of the test.
(A) 100
(B) 200
(C) 230
(D) 150
Q20 In a class, 60% of children like Mathematics, 45% like Science, and 25% like both Mathematics and Science. What is the percentage of children who like at least one subject?
(A) 70%
(B) 80%
(C) 45%
(D) 55%
SSC Percentage Tricks for Quick Revision
Remembering the SSC percentage formulae during the exam is important for efficient problem-solving in the SSC CHSL exam. These tricks include using simple fraction-to-percentage conversions, multiplier methods for increases and decreases, and quick calculations for successive percentage changes.
Regular practice of these tricks, along with solving previous year questions, helps improve speed and boosts confidence in the quantitative aptitude section. Below is a complete list of essential SSC CHSL percentage tricks to help you ace your preparation with ease:
| SSC Percentage Tricks for Quick Revision | ||
| Topic | Trick / Shortcut | Example |
| Basic Conversion | To convert % to fraction, divide by 100 | 25% = 25/100 = 1/4 |
| Fraction to % | Multiply the fraction by 100 | 3/5 = 0.6 × 100 = 60% |
| % to Decimal | Divide by 100 | 45% = 0.45 |
| Decimal to % | Multiply by 100 | 0.75 = 75% |
| % Increase Formula | New Value = Old Value × (1 + %/100) | Increase 20% of 200 → 200 × 1.2 = 240 |
| % Decrease Formula | New Value = Old Value × (1 - %/100) | Decrease 10% of 500 → 500 × 0.9 = 450 |
| Successive % Change | a + b + (ab/100) | 20% increase & 10% decrease = 20 - 10 - (20×10)/100 = 8% increase |
| Finding % of a Number | (Part / Whole) × 100 | 25 is what % of 200 → (25/200) × 100 = 12.5% |
| Find Number from % | Number = Given Value × (100 / %) | 20 is 25% of what → 20 × (100/25) = 80 |
| Change in Quantity | (Change / Original) × 100 | From 50 to 70 → (20/50) × 100 = 40% increase |
| Profit % | (Profit / Cost Price) × 100 | CP = 100, Profit = 20 → 20/100 × 100 = 20% |
| Loss % | (Loss / Cost Price) × 100 | CP = 200, Loss = 50 → 50/200 × 100 = 25% |
| Discount % | (Discount / Marked Price) × 100 | MP = 500, Discount = 50 → (50/500) × 100 = 10% |
| Population Growth Formula | P = P0 × (1 + r/100)^n | 1000 at 5% growth for 2 years → 1000 × (1.05)^2 = 1102.5 |
| Shortcut: % Equivalent of Fractions | 1/2=50%, 1/3=33.33%, 1/4=25%, 1/5=20%, 1/6=16.66%, 1/8=12.5%, 1/10=10% | Quick recall for questions |
Benefits of Solving SSC Percentage Questions
Practicing percentage questions from the PDF regularly helps you build a strong understanding of the concepts, improve calculation speed, and enhance accuracy. This focused practice increases your problem-solving skills and boosts confidence in tackling various SSc GD percentage questions.
Given below are some key benefits of solving SSC GD percentage questions from PDF:
- Solving different types of SSC percentage questions from the PDF strengthens your percentage concepts and formulas.
- Regular practice with the SSC percentage practice set enhances your calculation speed and accuracy.
- Helps in mastering various types of percentage problems, including increases, decreases, profit-loss, and more.
- Solving SSC percentage questions enables better time management in the quantitative aptitude section.
- You can also use the SSC percentage quiz to gauge your exam preparation.
- Attempt mock tests and solve previous years' questions to identify and apply shortcut methods and formulas effectively.
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