Unit Plan 8 (Grade 1 Math): Compare Two-Digit Numbers

Compare Grade 1 two-digit numbers by tens and ones; record with >, =, <; and justify reasoning using models or number lines for clear place-value understanding.

Unit Plan 8 (Grade 1 Math): Compare Two-Digit Numbers

Focus: Use >, =, and < to compare two-digit numbers based on tens and ones; explain and justify comparisons with models and words.

Grade Level: 1

Subject Area: Mathematics (Number & Operations in Base Ten)

Total Unit Duration: 5 sessions (one week), 45–60 minutes per session


I. Introduction

Students learn to compare two-digit numbers by looking first at the tens place, then the ones place. They build and draw both numbers, place them on place-value mats or a number line, and record results with >, =, or <. Emphasis is on explaining why a comparison is true.

Essential Questions

  • How do the tens and ones in a number help me decide which is greater?
  • When do I use >, =, or < and what do those symbols mean?
  • How can a model or number line help me justify my comparison?

II. Objectives and Standards

Learning Objectives — Students will be able to:

  1. Compare two-digit numbers using the values of the tens and ones digits.
  2. Represent both numbers with base-ten blocks, drawings, or a number line and decide which is greater.
  3. Record comparisons with >, =, < and explain the reasoning in words (“__ tens is more than __ tens…”).
  4. Critique and revise comparisons by checking the tens first, then ones.

Standards Alignment — CCSS Grade 1 (threaded across the unit)

  • 1.NBT.3: Compare two two-digit numbers based on meanings of the tens and ones digits, recording the results of comparisons with >, =, and <.
  • Mathematical Practices: MP.3 (Construct arguments & critique) emphasized; MP.6, MP.7 threaded.

Success Criteria — Student Language

  • I can look at the tens first, then the ones, to decide which number is greater.
  • I can use the symbols >, =, < correctly to record a comparison.
  • I can show my thinking with a model or number line and explain why my comparison is true.