- Introduction & Objectives: Clear learning goals and expectations
- Strategy Worksheets: Focused practice on different addition strategies
- Mixed Practice Pages: Comprehensive problems combining all strategies
- Games & Puzzles: Fun activities to reinforce learning
- Assessments: Quizzes and progress checks
- Answer Keys: Complete solutions for all problems
- Fluently add numbers within 20 using mental strategies
- Understand and apply properties of operations
- Select appropriate strategies for different problem types
- Explain mathematical thinking clearly
- Build confidence in mathematical abilities
Addition: The mathematical operation of combining two or more numbers to find their total
Sum: The result or answer when numbers are added together
Addends: The numbers that are being added in an addition problem
Strategy: A method or approach used to solve a problem efficiently
Number bond: A visual representation showing how numbers are related in addition
- Counting On: Start with the larger number and count up
- Make 10: Break apart numbers to create 10 as a benchmark
- Doubles Facts: Memorize sums of identical numbers
- Doubles Plus/Minus 1: Use doubles for nearby numbers
- Number Line: Visual representation of addition on a line
Counting On Worksheet: Problems designed specifically for practicing the counting-on strategy.
Make 10 Worksheet: Focus on breaking apart numbers to make 10.
Doubles Facts Worksheet: Practice memorizing doubles facts (1+1, 2+2, etc.).
Mixed Strategies Worksheet: Problems that allow students to choose the best strategy.
Basic Facts
Missing Addends
Word Problems
Number Bonds
Basic Facts: Simple addition problems (e.g., 6 + 4 = ?)
Missing Addends: Problems with unknown addends (e.g., 5 + ? = 9)
Word Problems: Real-world scenarios requiring addition
Number Bonds: Visual representations of part-whole relationships
Progressive Difficulty: Problems increase in complexity from sums 0-5 to sums 16-20
• Step-by-step solutions: Shows the process for each problem
• Multiple strategies: Demonstrates different ways to solve
• Common error notes: Identifies frequent mistakes
• Strategy recommendations: Suggests best approaches
Addition War: Card game for practicing quick recall of facts.
Number Bond Puzzles: Matching games to visualize part-whole relationships.
Addition Bingo: Classic bingo format with addition problems.
Roll and Add: Dice game for random practice problems.
Memory Match: Find matching addition facts and sums.
- Engagement: Makes practice enjoyable and motivating
- Repetition: Provides repeated exposure without monotony
- Speed: Builds fluency and automaticity
- Confidence: Success in games builds mathematical confidence
- Collaboration: Encourages peer learning and cooperation
Pre-Assessment: Determines baseline understanding before instruction.
Progress Checks: Regular quizzes to monitor learning.
Post-Assessment: Evaluates mastery after completing the packet.
Self-Assessment: Reflection tools for students to evaluate their own learning.
Tracking Sheets: Students record scores and improvement over time.
Goal Setting: Helps students set achievable targets.
Reflection Prompts: Encourages metacognitive thinking about learning.
Celebration Stickers: Motivational rewards for achievements.
Focus on counting-on strategy and basic facts within 10
Introduce making 10 and doubles facts
Combine strategies and tackle problems up to 15
Focus on sums up to 20 and word problems
Doubles Rhymes: "2 + 2 = 4, that's for sure!"
Finger Patterns: Use fingers to visualize number combinations
Story Telling: Create stories for challenging facts
Visual Imagery: Picture number combinations in your mind
Starting from 1: Always start counting from the larger number
Overcounting: Be careful not to count the starting number as part of the addend
Confusing Operations: Double-check whether to add or subtract
Forgetting Strategies: Remember to use the most efficient method
- Estimate the answer before calculating
- Use a different strategy to verify
- Check if the answer makes sense
- Look for patterns in your results
• Consistent Practice: Regular short sessions are better than occasional long ones
• Positive Attitude: Believe in your ability to improve
• Ask Questions: Seek help when concepts are unclear
• Celebrate Progress: Acknowledge improvements along the way