"Fractions" Example Sentences
1. I love math because I can easily solve fractions.
2. It's important to reduce fractions to their lowest terms for simplicity.
3. John has trouble understanding fractions, so he needs extra help in math class.
4. If you add fractions with different denominators, you need to find the least common multiple first.
5. The recipe calls for 1/2 cup of sugar, which is a fraction of the total amount.
6. I struggled with fractions in elementary school, but I eventually got the hang of it.
7. The teacher explained how to multiply fractions by finding the common denominators.
8. The pizza was divided into six equal slices, each representing one-sixth of the whole.
9. A fraction of the population supports the new policy, while the majority opposes it.
10. When comparing fractions, you can convert them to decimals for easier comparison.
11. She broke the candy bar into fractions and shared them with her friends.
12. I always forget the rules for adding fractions, so I have to look them up every time.
13. In a pie chart, each slice represents a fraction of the data being displayed.
14. Sometimes fractions can be simplified by cancelling out common factors between the numerator and denominator.
15. The number line showed the different fractions that could be used to represent the given quantity.
16. I used my knowledge of fractions to help me bake a delicious cake.
17. Investing a fraction of your income each month can really add up over time.
18. It's important to know how to divide fractions properly to solve complex problems.
19. A fraction of the students scored well on the test, but the majority did not.
20. The fraction 3/4 represents three out of four equal parts of a whole.
21. I find fractions harder to understand than decimals or percentages.
22. The stock market saw a fractional increase today, but it wasn't enough to make a significant impact.
23. When cooking, measuring ingredients using fractions can be more precise than using whole numbers.
24. It's helpful to use visual aids like pie charts or number lines when learning fractions.
25. The recipe required her to use a fraction of a teaspoon of salt, which was hard to measure accurately.
26. To subtract fractions, you need to have a common denominator for both numbers.
27. The data was presented as a percentage, but I prefer to see it as a fraction instead.
28. The fraction 1/5 represents one out of five equal parts of a whole.
29. In basketball, a player can shoot a fraction of a second before the buzzer goes off.
30. There was a minor difference between the competing products, with one being only a fraction better than the other.
Common Phases
1. Simplify the
fractions;
2. Convert the
fractions to decimals;
3. Add the
fractions together;
4. Subtract the
fractions from each other;
5. Multiply the
fractions;
6. Divide the
fractions;
7. Find the common denominator;
8. Convert mixed numbers to improper
fractions;
9. Convert improper
fractions to mixed numbers;
10. Reduce the
fractions to lowest terms;
11. Compare the
fractions;
12. Order the
fractions from least to greatest;
13. Convert
fractions to percentages;
14. Solve fraction equations;
15. Change the
fractions to equivalent
fractions.