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Check out this FREE Trial Lesson on Addition for age 6-8!

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  • 6-8
  • Fraction comparison
  • Addition
Adding up to 1000: Page 25
Adding up to 1000: Page 25

Adding up to 1000: Page 25

Adding up to 1000: Page 25
Worksheet
Adding up to 1000 with Regrouping: Page 25
Adding up to 1000 with Regrouping: Page 25
Adding up to 1000 with Regrouping: Page 25
Worksheet
Adding up to 50: Page 53
Adding up to 50: Page 53

Adding up to 50: Page 53

Adding up to 50: Page 53
Worksheet
Adding up to 50: Page 34
Adding up to 50: Page 34

Adding up to 50: Page 34

Adding up to 50: Page 34
Worksheet
Adding 2-digit Numbers: Page 73
Adding 2-digit Numbers: Page 73

Adding 2-digit Numbers: Page 73

Adding 2-digit Numbers: Page 73
Worksheet


Understanding fraction comparison and addition is crucial for young learners aged 6-8 as it lays foundational mathematical skills essential for their future academic success. At this formative age, children are developing their number sense, which is the ability to understand numbers and their relationships. Fraction comparison helps students grasp the concept of parts making up a whole, a critical understanding not just for fractional numbers, but for mathematical reasoning in general.

Parents and teachers should value these skills because they foster logical thinking and problem-solving abilities. By comparing fractions, students learn about numerators and denominators, gaining insight into proportion and ratios which are fundamental in many advanced topics in mathematics, such as algebra and geometry.

Furthermore, efficiently adding fractions builds arithmetic skills, enhancing children's ability to handle more complex calculations in higher grades. Engaging with these concepts at a young age, students often find math less intimidating and more intuitive.

Practical life skills are also developed through learning about fractions, as these are often required in everyday situations, like cooking, sharing, or managing time. Ultimately, supporting children in mastering fraction comparison and addition equips them not only for academic challenges but with problem-solving techniques they will use throughout their lives.