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Check out this FREE Trial Lesson on Addition for age 5-7!

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With answer key
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  • 5-7
  • Comparing Fractions
  • Addition
Adding 2-digit Numbers: Page 58
Adding 2-digit Numbers: Page 58

Adding 2-digit Numbers: Page 58

Adding 2-digit Numbers: Page 58
Worksheet
Adding up to 50 with Regrouping: Page 4
Adding up to 50 with Regrouping: Page 4
Adding up to 50 with Regrouping: Page 4
Worksheet
Adding up to 100: Page 48
Adding up to 100: Page 48

Adding up to 100: Page 48

Adding up to 100: Page 48
Worksheet
Adding up to 50: Page 49
Adding up to 50: Page 49

Adding up to 50: Page 49

Adding up to 50: Page 49
Worksheet
Adding up to 100 with Regrouping: Page 28
Adding up to 100 with Regrouping: Page 28
Adding up to 100 with Regrouping: Page 28
Worksheet
Adding up to 100: Page 10
Adding up to 100: Page 10

Adding up to 100: Page 10

Adding up to 100: Page 10
Worksheet
Adding up to 100: Page 36
Adding up to 100: Page 36

Adding up to 100: Page 36

Adding up to 100: Page 36
Worksheet
Adding up to 100 Without Regrouping: Page 62
Adding up to 100 Without Regrouping: Page 62
Adding up to 100 Without Regrouping: Page 62
Worksheet
Adding up to 100 with Regrouping: Page 33
Adding up to 100 with Regrouping: Page 33
Adding up to 100 with Regrouping: Page 33
Worksheet
Adding up to 1000 with Regrouping: Page 16
Adding up to 1000 with Regrouping: Page 16
Adding up to 1000 with Regrouping: Page 16
Worksheet
Adding up to 1000 Without Regrouping: Page 62
Adding up to 1000 Without Regrouping: Page 62
Adding up to 1000 Without Regrouping: Page 62
Worksheet


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Understanding how to compare and add fractions is a fundamental mathematical skill that lays the groundwork for future learning in mathematics. For ages 5-7, frail mathematical concepts such as size, part-whole relationships, and understanding quantity are critical. Parents and teachers should care about comparing fractions and their addition for several reasons.

First, introducing these concepts early helps children develop number sense—a key component for mathematical proficiency. By engaging with fractions, young learners begin to see how numbers fit together, enhancing their ability to work with other mathematical operations down the road.

Second, comparing fractions helps children grasp the idea of divisions and ratios, fostering critical thinking. It promotes skills like problem-solving and logic, as students evaluate which fraction is larger or how to combine parts.

Lastly, learning fractions is essential in everyday life, from cooking to measuring. Understanding fractions in various contexts makes math relevant and meaningful for children, encouraging positive attitudes toward the subject.

By prioritizing these skills early on, parents and teachers set a foundation for a child's successful mathematical journey, ultimately enabling them to tackle more complex mathematical challenges in the future.