Podcast
Questions and Answers
What is the primary concept used to explain why addition and subtraction strategies work?
What is the primary concept used to explain why addition and subtraction strategies work?
What is the main purpose of explaining why addition and subtraction strategies work?
What is the main purpose of explaining why addition and subtraction strategies work?
What property of operations is used to explain why addition and subtraction strategies work?
What property of operations is used to explain why addition and subtraction strategies work?
What is an example of a subtraction strategy that uses place value?
What is an example of a subtraction strategy that uses place value?
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Why is it important for students to explain why addition and subtraction strategies work?
Why is it important for students to explain why addition and subtraction strategies work?
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Which operation can be used to demonstrate the concept of place value in addition?
Which operation can be used to demonstrate the concept of place value in addition?
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What is the purpose of explaining why addition and subtraction strategies work?
What is the purpose of explaining why addition and subtraction strategies work?
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Which property of operations is used to rearrange numbers when adding or subtracting?
Which property of operations is used to rearrange numbers when adding or subtracting?
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Why do addition and subtraction strategies work?
Why do addition and subtraction strategies work?
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What is the benefit of explaining why addition and subtraction strategies work?
What is the benefit of explaining why addition and subtraction strategies work?
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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.