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Strengthening Number Sense

Mathematics • Year 2 • 30 • 2 students • Created with AI following Aligned with Common Core State Standards

Mathematics
2Year 2
30
2 students
21 February 2025

Teaching Instructions

I want a plan to focus on Add and subtract fluently through 99 using knowledge of place value and properties of operations." "2.ATO.1

Strengthening Number Sense

Curriculum Area and Standard

Mathematics – Grade 2
Aligned to South Carolina College- and Career-Ready Standards for Mathematics
Standard: 2.ATO.1Add and subtract fluently through 99 using knowledge of place value and properties of operations.


Lesson Objectives

By the end of this 30-minute session, students will be able to:

  1. Use place value knowledge to add and subtract two-digit numbers fluently.
  2. Apply properties of operations (commutative, associative, and identity properties) to solve addition and subtraction problems.
  3. Mentally strategize ways to break numbers apart for efficient calculations.

Materials Needed

  • Place value blocks (tens and ones)
  • Mini whiteboards and markers
  • Number cards (10-99)
  • Dice (1-6)
  • Small toy coins or counters

Lesson Structure

1. Warm-Up Activity: "Jump to 99!" (5 minutes)

Objective: Activate prior knowledge with a quick movement-based math game.

  • Students stand up and start at zero.
  • Teacher rolls two dice, and students add the sum to their total mentally.
  • Continue rolling until a student reaches 99 exactly.
  • Then, switch to subtraction—students move downward from 99 to zero.
  • Discuss strategies they found helpful (e.g., breaking numbers into tens and ones).

2. Guided Practice: "Place Value Puzzle" (10 minutes)

Objective: Reinforce place value to support fluent addition and subtraction.

  • Each student picks two number cards (e.g., 47 and 26).
  • Using place value blocks, they physically build the numbers.
  • Then, they add or subtract by regrouping (if necessary):
    • Breaking apart tens and ones
    • Demonstrating the process using blocks
    • Writing the equation on their whiteboard

Example exchange:
🟩 "If we subtract 26 from 47, do we need to borrow from the tens?"

Challenge Question: Can they solve the same problem in a different way? (E.g., breaking numbers apart first into tens and ones before subtracting.)


3. Interactive Game: "Operation Mystery!" (10 minutes)

Objective: Apply problem-solving skills using number flexibility.

  • Each student draws a secret number card (e.g., 54).
  • Teacher gives an operation card (addition or subtraction).
  • Students roll a die to determine how much they will add/subtract.
  • They then solve the problem mentally or with place value strategies.
  • After solving, they explain their thinking aloud using math vocabulary.

🟨 Example conversation:
Teacher: "What is 54 minus 3?"
Student: "I kept 50 and took 3 away from the 4. That left me with 51!"

Extension: Ask them to prove their answer with another method (e.g., using number lines, blocks, or mental strategies).


4. Wrap-Up Reflection: "Math Detective Chat" (5 minutes)

Objective: Encourage critical thinking and meta-cognition.

  • Ask each student to describe a strategy they liked best.
  • Have them reflect:
    • What was easy?
    • What was tricky?
    • What would they try next time?
  • For fun, let them "teach" the teacher a problem using their own strategy!

Differentiation (For Varying Abilities)

🔹 For students who need extra support:

  • Use number lines or hands-on counters.
  • Break down problems into even smaller steps.

🔹 For students ready for a challenge:

  • Use three-digit numbers to extend thinking.
  • Reverse the process—ask them to create their own word problems for a partner.

Assessment Strategies

Observation: Are students confidently explaining their strategies?
Mini-whiteboard checks: Can they solve problems without needing blocks?
Exit Ticket: One small addition/subtraction problem solved mentally & explained.


Teacher Reflection

  • Which strategies were most effective?
  • Did students struggle with any concepts?
  • How will this inform the next lesson?

Closing Thought

This lesson goes beyond rote memorization—students see, feel, and explain math, fostering deeper number sense. With small adjustments, it can be made even more exploratory for young learners! 🌟

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