Percentage questions are an important part of **quantitative aptitude section** in **UPSC Prelims**, **banking exams**** **like** ****SBI PO****, ****SBI Clerk****, ****RBI Assistant****, ****IBPS RRB**** **and also** ****CAT Exam**.

It is one of the foundational subjects that forms the knowledge base for other quantitative aptitude topics. As the idea of percentage makes it easier to solve complicated problems, candidates should become familiar with all of its fundamental ideas.

Start your preparation by solving these percentage practice questions. In this blog, we will go over the fundamentals of percentage questions, as well as the types of questions asked in previous year exams and how to approach them. This will help you clarify your basics and answer these percentage questions.

Table of Contents

## What is Percentage? What are Percentage Questions?

A percentage is a figure or a ratio that is given in fractions of 100. “%” is used as the percentage sign to indicate it. The percentage is denoted by the acronym “pct” or “pc”. Put differently, the percent or percentage is calculated at a value of approximately 100 and represents the proportion of one quantity made up of another.

**Percentage Formula: How to Calculate a Percentage?**

Percentage, % = (Actual Value / Total Value) × 100

**Must Read: ****20 + Partnership Problems and Answers | Quantitative Aptitude**

## 20 + Percentage Questions for Practice

Here are 20+ Percentage practice questions for students to get started:

- What is 30% of 150?

a. 45

b. 50

c. 55

d. 60**Answer: a. 45**

- If the price of a shirt is reduced by 20%, and now it costs Rs. 800, what was its original price?

a. Rs. 1,000

b. Rs. 960

c. Rs. 900

d. Rs. 1,200**Answer: a. Rs. 1,000**

- If a number is increased by 25% and the result is 125, what is the original number?

a. 100

b. 120

c. 140

d. 150**Answer: b. 120**

- A laptop is on sale for 15% off its original price of Rs. 40,000. What is the discounted price?

a. Rs. 32,000

b. Rs. 34,000

c. Rs. 36,000

d. Rs. 38,000**Answer: c. Rs. 36,000**

- If 20% of a number is 40, what is 30% of the same number?

a. 45

b. 50

c. 60

d. 70**Answer: c. 60**

- The population of a city increased from 800,000 to 1,000,000. What is the percentage increase?

a. 20%

b. 25%

c. 30%

d. 35%**Answer: a. 20%**

- If a salary is increased by 10% and then decreased by 5%, what is the net change in the salary?

a. 5% increase

b. 5% decrease

c. No change

d. 1% decrease**Answer: c. No change**

- If the length of a rectangle is increased by 15% and the width is decreased by 10%, what is the net change in the area?

a. 5% increase

b. 5% decrease

c. 2.5% increase

d. No change**Answer: b. 5% decrease**

- If the original price of a product is Rs. 500, and it is discounted by 25%, what is the final price?

a. Rs. 375

b. Rs. 400

c. Rs. 425

d. Rs. 450**Answer: a. Rs. 375**

- If the selling price of an item is Rs. 450 and it is sold at a loss of 10%, what is the cost price?

a. Rs. 500

b. Rs. 480

c. Rs. 420

d. Rs. 400**Answer: b. Rs. 480**

- If the numerator of a fraction is increased by 20% and the denominator is increased by 25%, what is the net change in the fraction?

a. 5% increase

b. 5% decrease

c. 2.5% increase

d. No change**Answer: a. 5% increase**

- The population of a town decreased from 60,000 to 54,000. What is the percentage decrease?

a. 5%

b. 10%

c. 9%

d. 15%**Answer: b. 10%**

- If the price of a book is increased by 12%, and now it costs Rs. 224, what was its original price?

a. Rs. 200

b. Rs. 210

c. Rs. 220

d. Rs. 230**Answer: c. Rs. 220**

- The value of a car depreciated by 15% in the first year and 10% in the second year. What is the total percentage depreciation over the two years?

a. 23.5%

b. 24%

c. 25%

d. 25.5%**Answer: a. 23.5%**

- If 25% of a number is 30, what is 50% of the same number?

a. 40

b. 50

c. 60

d. 70**Answer: c. 60**

- A company increased the salaries of its employees by 8%. If an employee’s original salary was Rs. 25,000, what is the new salary?

a. Rs. 26,000

b. Rs. 26,500

c. Rs. 27,000

d. Rs. 27,500**Answer: b. Rs. 26,500**

- If the marked price of an item is Rs. 600 and it is sold at a discount of 20%, what is the selling price?

a. Rs. 480

b. Rs. 520

c. Rs. 540

d. Rs. 580**Answer: d. Rs. 580**

- A student scored 75% in the first exam and 80% in the second exam. What is the average percentage score?

a. 77.5%

b. 78%

c. 78.5%

d. 79%**Answer: c. 78.5%**

- If a commodity’s price increased by 30% and then decreased by 20%, what is the net change in percentage?

a. 6% increase

b. 6% decrease

c. 10% increase

d. 10% decrease**Answer: a. 6% increase**

- The attendance at a seminar increased from 200 to 250. What is the percentage increase?

a. 20%

b. 25%

c. 30%

d. 40%**Answer: b. 25%**

- If a shirt is discounted by 15% and now costs Rs. 850, what was its original price?

a. Rs. 950

b. Rs. 1,000

c. Rs. 1,020

d. Rs. 900**Answer: a. Rs. 950**

## 50+ Percentage Questions For Competitive Exams: PDF Link Available (Free Download)

Looking to enhance your math skills in a fun and engaging way? This **Percentage Questions for Competitive Exams PDF** is tailor-made for you! Filled with challenging and interesting multiple-choice questions, it will help you practice and master percentage-related problems with ease. Download it now to make your exam preparation enjoyable and effective, while boosting your confidence in tackling percentage questions. Click the link to download and begin your journey to excelling in competitive exams!

## Tips To Solve Percentage Questions For Competitive Exams

Here are some easy tips to help you solve percentage questions for competitive exams:

**Understand the Basics**: Make sure you know what percentages mean. For example, 50% is the same as half, and 25% is the same as one-quarter.**Convert Percentages to Fractions or Decimals**: This can make calculations easier. For example, 50% becomes 0.5 or ½.**Learn Common Percentages**: Memorize percentages like 10%, 25%, 50%, and 75% so you can quickly apply them in problems.**Use Proportions**: Set up a proportion to solve for the unknown. For example, if you know 20% of something, you can use proportions to find the rest.**Practice Shortcuts**: Learn simple tricks, like finding 10% of a number by just moving the decimal point one place to the left.**Practice, Practice, Practice**: The more you practice, the faster you’ll get at solving these problems!

**Also Read: ****20 + Average Questions and Answers | Quantitative Aptitude**

## FAQs

**How can I quickly calculate percentages without a calculator?**

Learn key percentage conversions, such as 1% being equal to 0.01, and practice mental calculations.

**What is the difference between percentage increase and percentage decrease?**

Percentage increase represents the growth from the original value, while percentage decrease represents the reduction.

**How do I calculate compound interest using percentages?**

To calculate compound interest, the formula is as follows: The final amount (A) equals the principal (P) multiplied by one plus the rate of interest (r) divided by 100, all raised to the power of the number of compounding periods (n).

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