Grade 7 Percents Worksheets
Free printable percents practice for Grade 7 students. Generate problems, solve them on screen or paper, and download as PDF.
Practice Worksheet
Grade 7 Percents Practice
Solve each problem. Show your work.
- 1.Increase 135 by 20%: _____
- 2.Increase 75 by 15%: _____
- 3.Decrease 180 by 75%: _____
- 4.Increase 145 by 20%: _____
- 5.Decrease 195 by 25%: _____
- 6.Decrease 130 by 40%: _____
Show answer key
- Question 1: 162
- Question 2: 86.25
- Question 3: 45
- Question 4: 174
- Question 5: 146.25
- Question 6: 78
Free Practice Worksheets
Print, solve on paper, then upload a photo for AI feedback and feedback.
Build confidence with approachable problems
Solve each problem. Take your time.
- 1.Convert the fraction 3/5 to a percentage.
- 2.Find 15% of 80.
- 3.Calculate the new value if 40 is increased by 20%.
- 4.Calculate the new value if 60 is decreased by 10%.
- 5.Convert the decimal 0.08 to a percentage.
- 6.Find 25% of 200.
A selection of topic skills
Solve each problem. Show your work.
- 1.Convert the following values to both fractions (in simplest form) and decimals: a) 45%, b) 12.5%.
- 2.Calculate the value for each: a) Find 35% of 120. b) What percent of 80 is 20?
- 3.A store is having a sale where all items are 25% off. If a jacket costs 80.00, what is the final price after the discount?
- 4.A waiter receives a 18% tip on a meal that cost 45.00 before tax. What is the total amount of the tip?
- 5.Determine the percent change for the following: A price increases from 50.00 to 65.00. Is this a percent increase or decrease, and what is the percentage?
- 6.Compare the following three values by ordering them from least to greatest: 0.62, 5/8, and 63%.
Practise specific Percents skills
Skill map
How percents skills connect
Shore up what feeds in, work through the core skills in order, then move on to what they unlock. A means the skill has an instant answer checker.
Build up first
Core skills — in order
What Your Child Will Learn
In Grade 7, percent work advances to percent increase and percent decrease, a genuinely new skill built on the percent-of-a-number foundation from Grade 6. Students learn to calculate a new value after a percent change (a $40 shirt with 20% off) and, in reverse, to find the original amount before a change was applied.
Students also solve problems involving simple interest, commission, and markup, connecting percent to financial literacy. Multi-step problems require combining percent calculations with other operations, and students learn to recognize when a problem calls for increase versus decrease. Percent is firmly established as a tool for proportional reasoning across contexts.
Skills Covered
- Calculating percent increase and percent decrease
- Finding an original amount before a percent change
- Solving simple interest and commission problems
- Calculating markup and discount in multi-step contexts
- Applying percent within proportional reasoning problems
- Solving multi-step word problems combining percent with other operations
Curriculum Aligned: Aligned with Strand B (Number): applying percent increase, decrease, and proportional reasoning to real-world and financial situations.
Parent Tip: Shopping sales are a great real-world lab — have your child figure out the final price after '20% off, then an extra 10% off' and compare it to a single 30% discount.
What your child will practice
- PercentagesRepresent, compare, and order fractions, decimals, and percentages.
- Percent CalculationsSolve problems involving percent increases, decreases, and discounts.
Want Personalized Percents Practice?
Create a free family account for one personalized worksheet and one homework check, with saved work and progress for every learner. Premium unlocks unlimited AI practice and homework checks.
Create a Free AccountFinished the worksheet? Review it with AI feedback
Snap a photo of your child's completed Grade 7 percents work and review AI feedback on the answers and steps it can read.
Check my workFrequently Asked Questions
How do percents relate to fractions and decimals?
Percent means 'per hundred.' So 25% = 25/100 = 0.25. Understanding this three-way connection between percents, fractions, and decimals is fundamental to mastering percentages.
What real-life situations use percents?
Percents are everywhere: sales tax, discounts, tips at restaurants, interest rates, sports statistics, and grades. Using these real-world examples makes learning percents meaningful and practical.
When do students learn percent calculations?
Percent concepts are introduced in Grade 5-6. By Grade 7-8, students should handle percent increase/decrease, and by Grade 9-10 they work with compound interest and financial literacy applications.