Percentage Practice Set consists of MCQs, Fill in the Blanks, True or False, and Word Problems to help students practice percentages thoroughly. This section is useful for school students of any class where percentage is part of the syllabus. It is also equally useful for candidates preparing for competitive examinations such as SSC CGL, SSC … Read more
Successive percentage questions are asked when a value is increased and then decreased, or increased/decreased multiple times. Instead of calculating each change separately, we can use a simple formula to find the net percentage change directly. These questions are commonly asked in SSC CGL, SSC CHSL, SSC GD, RRB NTPC, RRB Group D, Banking, Defence, … Read more
Percentage decrease questions are important for competitive examinations such as SSC CGL, SSC CHSL, SSC GD, RRB NTPC, RRB Group D, Banking, Defence, Police, and other government exams. They are also useful for school students learning percentages. Like percentage increase questions, percentage decrease questions are solved using a simple formula. In this section, we will … Read more
Percentage increase questions are often asked in competitive exams like SSC, RRB, Defence, Banking, and other government examinations. They are also useful for students of classes 6th to 8th. In this section, we will solve important percentage increase questions and improve our arithmetic skills. If you want to learn more about percentages, check out our … Read more
Find the Number Questions are an important part of the Percentage chapter. In these questions, the percentage and the part value are already given, and we have to find the original or total value. Such questions are frequently asked in SSC, RRB, Banking, Defence, Railway, and school examinations. Formula: Total Value = (Part ÷ Percentage) … Read more
Finding percentage is one of the most important chapters for anyone learning about percentages. This section has questions on finding percentages about marks, population, exams, schools, distances, time and travel etc. Finding Percentage Formula %= (Part/total)x100 Where Part= Required or to be found Quantity Total: Total Quantity. For more details check out our percentage formula … Read more
In the previous section, we solved several Percentage to Fraction Questions. Fraction to Percentage is simply the reverse process. In Percentage to Fraction, we converted percentages such as 50%, 25%, and 75% into fractions. Here, we will convert fractions back into percentages. For example: Convert 1/3 into a percentage. Percentage = (1/3) × 100 = … Read more
Converting a percentage into a fraction means changing a number written with the % symbol (such as 30%) into fraction form (numerator/denominator form). For example, 30% means 30 per 100. 30% = 30/100 Now simplify the fraction by dividing both the numerator and denominator by 10. 30/100 = (30 ÷ 10)/(100 ÷ 10) = 3/10 … Read more
Updated on 22.06.2026 Let us solve the basic percentage questions which are easy and can help build the concept foundation. For formulas check the percentage formula section. Solved Basic Percentage Questions Q1. Find 20% of 800 m. Solution: 20% of 800 m = (20/100) × 800 = 160 m Answer: 160 m Shortcut for SSC/RRB/Bank … Read more
What is a Percentage Formula? Updated on 22.06.2026 A percentage formula is used to calculate the percentage of numbers. It is one of the most important formulas in arithmetic because we start using percentages from our school days and continue using them throughout our lives. Whether it is calculating marks, discounts, profit and loss, interest, … Read more