4th Grade Math: Addition and Subtraction Strategies
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Questions and Answers

What is the primary concept used to explain why addition and subtraction strategies work?

  • Properties of operations
  • Place value (correct)
  • Estimating quantities
  • Rounding numbers
  • What is the main purpose of explaining why addition and subtraction strategies work?

  • To create new math strategies
  • To understand the concept of place value
  • To develop fluency in calculations (correct)
  • To identify patterns in math
  • What property of operations is used to explain why addition and subtraction strategies work?

  • Associative property (correct)
  • Inverse property
  • Distributive property
  • Commutative property
  • What is an example of a subtraction strategy that uses place value?

    <p>Borrowing</p> Signup and view all the answers

    Why is it important for students to explain why addition and subtraction strategies work?

    <p>To build a deep understanding of math concepts</p> Signup and view all the answers

    Which operation can be used to demonstrate the concept of place value in addition?

    <p>Addition</p> Signup and view all the answers

    What is the purpose of explaining why addition and subtraction strategies work?

    <p>To understand the underlying principles</p> Signup and view all the answers

    Which property of operations is used to rearrange numbers when adding or subtracting?

    <p>Commutative property</p> Signup and view all the answers

    Why do addition and subtraction strategies work?

    <p>Because they are based on place value</p> Signup and view all the answers

    What is the benefit of explaining why addition and subtraction strategies work?

    <p>To build a strong mathematical foundation</p> Signup and view all the answers

    Study Notes

    Understanding Addition and Subtraction Strategies

    • Explain the reason behind the effectiveness of addition and subtraction strategies using place value and properties of operations.

    Assessment Examples

    • Students will write explanations for addition and subtraction strategies using place value and properties of operations.
    • Examples of strategies may include:
      • Making tens
      • Counting on
      • Making zero pairs
      • Using doubles
      • Using number lines
    • Students will provide specific examples to support their explanations.

    Properties of Operations

    • Properties of operations include:
      • Commutative property of addition
      • Associative property of addition
      • Distributive property of multiplication over addition

    Place Value

    • Understanding place value is essential for addition and subtraction strategies
    • Place value involves:
      • Hundreds
      • Tens
      • Ones
      • Place value of digits in a number

    Understanding Addition and Subtraction Strategies

    • The concept involves explaining why addition and subtraction strategies work, relying on place value and the properties of operations.
    • This knowledge is essential for developing a deep understanding of arithmetic operations.

    Key Strategies

    • Addition and subtraction strategies are based on the concept of place value, which is the value of a digit based on its position in a number.
    • The properties of operations, such as commutative, associative, and distributive properties, also play a crucial role in these strategies.

    Example Assessment

    • Students will be given 5 problems to explain why addition and subtraction strategies work, providing examples to support their explanations.
    • Examples of problems may include equations, such as 456 + 279, and asking students to explain the strategy used to solve the equation, referencing place value and the properties of operations.
    • Other problems might involve subtracting multi-digit numbers, such as 945 - 437, and asking students to justify their subtraction strategy using place value and the properties of operations.

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    Description

    Demonstrate understanding of place value and properties of operations to explain why addition and subtraction strategies work. Assess your knowledge with 5 problem examples.

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