Maryland Math 3.NOS.D.7

Math3rd GradeNumber and Operation Sense

Standard Cluster

Fluently add and subtract within 1,000. Use computational strategies efficiently (e.g., decomposition, partials sums, compensation, make ten/hundred/thousand) to add and subtract. Use properties of operations, and/or the inverse relationship between addition and subtraction. Determine and explain when a strategy is most efficient.

Maryland College and Career Ready Standards for Mathematics (2025) · USE PLACE VALUE UNDERSTANDING AND PROPERTIES OF OPERATIONS TO PERFORM MULTI-DIGIT ARITHMETIC.

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3.NOS.D.7 is a cluster heading. These are the individual standards under it.

Teacher's field guide

What This Cluster Means

What Students Need to Do

Students add and subtract within 1,000 by breaking numbers apart, regrouping addends, or making a friendly number. They choose a method that fits the numbers and explain why.

What Mastery Looks Like

A student solves 398 + 247 as 400 + 245 and 602 − 298 as 604 − 300. They explain why those changes make the work easier and check an answer with the opposite operation.

Common Misconceptions

Students may change only one number when adjusting a subtraction problem, which changes the difference. Others mix up hundreds and tens in partial sums or try to subtract through a zero without regrouping.

How to Assess It

Exit ticket: Solve 602 − 298. Explain why you chose your method, then check your answer with addition.

Lesson moves

Ways to Teach It

  1. Use base-ten blocks to show 452 − 178; trade a hundred and a ten, then write matching subtraction steps.

  2. Ask students whether making 400 or using partial sums is quicker for 398 + 247, and have them explain their choice.

  3. Give pairs cards labeled 298, 304, 398, 402, 602, and 745; draw two, subtract smaller from larger, then verify with addition.

  4. Post a goal of 1,000 library books and 683 already collected; students find how many remain and explain their method.

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Printable 3.NOS.D.7 Worksheet

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