Description
A 7th-grade CCSS-aligned worksheet focusing on Number System including review notes, 3 classwork, 3 homework, and an activity. This allows students to understand that multiplication is extended from fractions to rational numbers by requiring that operations continue to satisfy the properties of operations, particularly the distributive property, leading to products such as (–1)(–1) = 1 and the rules for multiplying signed numbers. Interpret products of rational numbers by describing real-world contexts.
Following is our complete curriculum on number system, designed just for the Common Core Standard 7.NS. This curriculum will take your students through 8 fun and engaging topics, helping them understand these important math concepts step by step.
Students explore additive inverses and understand that a number plus its opposite equals zero. They use number lines and real-life contexts to explain why opposite values cancel each other out.
Topic 2: Add and Subtract Rational Numbers
Students learn to add and subtract positive and negative rational numbers using models, number lines, and rules for signs to solve real-world and mathematical problems accurately.
Topic 3: Properties to Add and Subtract
Introduce students to the properties of operations, such as commutative and associative properties, to simplify and justify addition and subtraction of rational numbers.
Topic 4: Multiplying Rational Numbers
Students develop an understanding of multiplying positive and negative rational numbers, discovering sign patterns and applying them to solve contextual and numerical problems.
Topic 5: Dividing Rational Numbers
Students learn how to divide rational numbers, including fractions and integers, using reciprocals and sign rules to solve real-life and mathematical division problems.
Topic 6: Properties to Multiply and Divide
Students use properties of operations, such as distributive and inverse properties, to rewrite, simplify, and justify multiplication and division of rational numbers efficiently.
Topic 7: Rational Numbers as Decimals
Students convert rational numbers between fractions and decimals, identify terminating and repeating decimals, and apply these forms in problem-solving situations.
Topic 8: Operations on Rational Numbers
Students combine all four operations with rational numbers, selecting appropriate strategies and estimating to check reasonableness in multi-step, real-world problems.
Thank You for Choosing Us!
We’re so happy to be part of your teaching journey. Thank you for choosing our curriculum to help your students understand number system. If you have any questions, feel free to reach out. Happy teaching!
© The Mathpedia, 2022
Copyright Terms: All materials included in this curriculum are the property of The Mathpedia, 2022 and are protected by copyright law. By purchasing this product, you agree not to share, distribute, or reproduce any part of this material outside of your personal or classroom use without prior written permission. Thank you for respecting our work and supporting us.
We hope you and your students have a great time learning with these topics. Enjoy your math adventure!
Highlights
Description
A 7th-grade CCSS-aligned worksheet focusing on Number System including review notes, 3 classwork, 3 homework, and an activity. This allows students to understand that multiplication is extended from fractions to rational numbers by requiring that operations continue to satisfy the properties of operations, particularly the distributive property, leading to products such as (–1)(–1) = 1 and the rules for multiplying signed numbers. Interpret products of rational numbers by describing real-world contexts.
Following is our complete curriculum on number system, designed just for the Common Core Standard 7.NS. This curriculum will take your students through 8 fun and engaging topics, helping them understand these important math concepts step by step.
Students explore additive inverses and understand that a number plus its opposite equals zero. They use number lines and real-life contexts to explain why opposite values cancel each other out.
Topic 2: Add and Subtract Rational Numbers
Students learn to add and subtract positive and negative rational numbers using models, number lines, and rules for signs to solve real-world and mathematical problems accurately.
Topic 3: Properties to Add and Subtract
Introduce students to the properties of operations, such as commutative and associative properties, to simplify and justify addition and subtraction of rational numbers.
Topic 4: Multiplying Rational Numbers
Students develop an understanding of multiplying positive and negative rational numbers, discovering sign patterns and applying them to solve contextual and numerical problems.
Topic 5: Dividing Rational Numbers
Students learn how to divide rational numbers, including fractions and integers, using reciprocals and sign rules to solve real-life and mathematical division problems.
Topic 6: Properties to Multiply and Divide
Students use properties of operations, such as distributive and inverse properties, to rewrite, simplify, and justify multiplication and division of rational numbers efficiently.
Topic 7: Rational Numbers as Decimals
Students convert rational numbers between fractions and decimals, identify terminating and repeating decimals, and apply these forms in problem-solving situations.
Topic 8: Operations on Rational Numbers
Students combine all four operations with rational numbers, selecting appropriate strategies and estimating to check reasonableness in multi-step, real-world problems.
Thank You for Choosing Us!
We’re so happy to be part of your teaching journey. Thank you for choosing our curriculum to help your students understand number system. If you have any questions, feel free to reach out. Happy teaching!
© The Mathpedia, 2022
Copyright Terms: All materials included in this curriculum are the property of The Mathpedia, 2022 and are protected by copyright law. By purchasing this product, you agree not to share, distribute, or reproduce any part of this material outside of your personal or classroom use without prior written permission. Thank you for respecting our work and supporting us.
We hope you and your students have a great time learning with these topics. Enjoy your math adventure!
