Percentage Word Problems Worksheets: A Comprehensive Guide
Are you struggling to help your students master percentage word problems? Do you want to provide them with engaging and challenging worksheets to practice their skills? Look no further! In this article, we will provide you with 10 percentage word problems worksheets that you can try today.
What are Percentage Word Problems?
Percentage word problems involve calculating percentages in real-world scenarios. These problems require students to apply mathematical concepts to solve everyday problems. Percentage word problems can be used to calculate discounts, tips, increases, and decreases in various contexts.
Benefits of Using Percentage Word Problems Worksheets
Using percentage word problems worksheets can have several benefits for your students:
- Improved problem-solving skills: Percentage word problems require students to think critically and apply mathematical concepts to solve real-world problems.
- Enhanced understanding of percentages: By working on percentage word problems, students will develop a deeper understanding of how percentages work and how to apply them in different contexts.
- Real-world application: Percentage word problems make math more relevant and interesting to students, as they can see how math is used in everyday life.
10 Percentage Word Problems Worksheets to Try Today
Here are 10 percentage word problems worksheets that you can try today:
Worksheet 1: Discounts
| Problem | Solution |
|---|---|
| A shirt is on sale for 20% off its original price of $25. How much will you pay for the shirt? | $20 |
| A book is discounted by 15% from its original price of $30. What is the new price of the book? | $25.50 |
| A pair of shoes is on sale for 10% off its original price of $50. How much will you pay for the shoes? | $45 |
📝 Note: Make sure students understand that the discount is subtracted from the original price to find the sale price.
Worksheet 2: Tips
| Problem | Solution |
|---|---|
| A waiter receives a 15% tip on a $20 meal. How much will the waiter receive? | $3 |
| A hairdresser receives a 20% tip on a $30 haircut. How much will the hairdresser receive? | $6 |
| A bartender receives a 10% tip on a $10 drink. How much will the bartender receive? | $1 |
💸 Note: Make sure students understand that the tip is calculated as a percentage of the total bill.
Worksheet 3: Increases
| Problem | Solution |
|---|---|
| A company increases its production by 25% in one year. If the original production was 100 units, what is the new production? | 125 units |
| A person’s salary increases by 10% in one year. If the original salary was $50,000, what is the new salary? | $55,000 |
| A population grows by 5% in one year. If the original population was 1000 people, what is the new population? | 1050 people |
📈 Note: Make sure students understand that the increase is added to the original amount to find the new amount.
Worksheet 4: Decreases
| Problem | Solution |
|---|---|
| A company decreases its production by 20% in one year. If the original production was 100 units, what is the new production? | 80 units |
| A person’s salary decreases by 15% in one year. If the original salary was $50,000, what is the new salary? | $42,500 |
| A population decreases by 10% in one year. If the original population was 1000 people, what is the new population? | 900 people |
📉 Note: Make sure students understand that the decrease is subtracted from the original amount to find the new amount.
Worksheet 5: Mixed Problems
| Problem | Solution |
|---|---|
| A shirt is on sale for 25% off its original price of $30. If you also receive a 10% discount coupon, how much will you pay for the shirt? | $19.50 |
| A person’s salary increases by 12% in one year, but then decreases by 8% the following year. If the original salary was $50,000, what is the new salary? | $54,400 |
| A population grows by 8% in one year, but then decreases by 5% the following year. If the original population was 1000 people, what is the new population? | 1030 people |
📊 Note: Make sure students understand that they need to calculate the percentage changes in the correct order.
Worksheet 6: Word Problems
| Problem | Solution |
|---|---|
| Tom has 120 to spend on souvenirs during his vacation. He wants to buy a shirt that costs 40 and a hat that costs $20. If he also wants to save 10% of his money for emergencies, how much will he have left after buying the shirt and hat? | $60 |
| A bakery sells 250 loaves of bread per day. If they increase their production by 15% to meet the demand, how many loaves of bread will they sell per day? | 287.5 loaves |
| A person invests $1000 in a savings account that earns a 5% interest rate per year. How much will they have in their account after one year? | $1050 |
📈 Note: Make sure students understand that they need to read the problem carefully and identify the percentage change.
Worksheet 7: Percentage of a Number
| Problem | Solution |
|---|---|
| What is 25% of 120? | 30 |
| What is 30% of 250? | 75 |
| What is 10% of 1000? | 100 |
📝 Note: Make sure students understand that they need to multiply the percentage by the number to find the answer.
Worksheet 8: Percentage Increase
| Problem | Solution |
|---|---|
| A person’s salary increases by 12% from $50,000 to what amount? | $56,000 |
| A population grows by 8% from 1000 people to what number of people? | 1080 people |
| A company’s profits increase by 20% from $100,000 to what amount? | $120,000 |
📈 Note: Make sure students understand that they need to add the percentage increase to the original amount to find the new amount.
Worksheet 9: Percentage Decrease
| Problem | Solution |
|---|---|
| A person’s salary decreases by 15% from $50,000 to what amount? | $42,500 |
| A population decreases by 10% from 1000 people to what number of people? | 900 people |
| A company’s profits decrease by 25% from $100,000 to what amount? | $75,000 |
📉 Note: Make sure students understand that they need to subtract the percentage decrease from the original amount to find the new amount.
Worksheet 10: Mixed Percentage Problems
| Problem | Solution |
|---|---|
| A person’s salary increases by 10% and then decreases by 5%. If the original salary was $50,000, what is the new salary? | $52,500 |
| A population grows by 12% and then decreases by 8%. If the original population was 1000 people, what is the new population? | 1080 people |
| A company’s profits increase by 20% and then decrease by 15%. If the original profits were $100,000, what is the new amount? | $94,000 |
📊 Note: Make sure students understand that they need to calculate the percentage changes in the correct order.
In conclusion, percentage word problems are an essential part of math education, as they help students develop problem-solving skills and apply mathematical concepts to real-world scenarios. By using the worksheets provided in this article, you can help your students master percentage word problems and become more confident in their math abilities.
Related Terms:
- Percentage Word Problems Worksheet pdf
- Percentage word problems grade 7
