Use Doubles Facts for Grade 1 Students

Complete guide to use doubles facts: doubles addition, doubles subtraction, near doubles, and related facts with detailed explanations and examples.

Use Doubles Facts Overview
1 Introduction to Doubles Facts
Use Doubles Facts Introduction
Five core doubles facts strategies for grade 1:
Definition:

Doubles Facts: Addition problems where both addends are the same number, and related subtraction problems

Doubles Addition
Adding the same number twice
Doubles Subtraction
Taking half of a doubled number
Near Doubles
Adding numbers that are close to doubles
Fact Families
Connected addition and subtraction facts
Doubles Games
Fun activities using doubles facts
Core Mathematical Concepts:

Doubles: A + A = 2A (like 3 + 3 = 6)

Halving: 2A ÷ 2 = A (like 6 ÷ 2 = 3)

Even Numbers: Doubles always result in even numbers

Patterns: Doubles create predictable number patterns

Why Doubles Facts Are Important:

Memory Helper: Easier to remember than other facts

Foundation: Builds basis for more complex math

Speed: Quick recall improves mental math

Connections: Links addition and subtraction

Key Principles:

• Doubles are always even: A + A = 2A

• Subtraction reverses addition: If A + A = B, then B - A = A

• Patterns emerge: 2, 4, 6, 8, 10, 12, 14, 16, 18, 20

• Memory building: Master doubles for fluency

2 Doubles Addition Facts
Doubles Addition Facts
Adding the same number to itself
Definition:

Doubles Addition: Addition problems where both addends are identical numbers

1+1=2
2+2=4
3+3=6
4+4=8
5+5=10
6+6=12
7+7=14
8+8=16
9+9=18
10+10=20
Simple Doubles
3 + 3 = ?
Think: 3 and 3 more
Count: 3, 4, 5, 6
Answer: 6
Advanced Doubles
7 + 7 = ?
Think: 7 and 7 more
Count: 7, 8, 9, 10, 11, 12, 13, 14
Answer: 14
Doubles Addition Method:
  1. Recognize the same number appears twice
  2. Count the first number
  3. Count the same number again
  4. The total is double the original number
Tip: Practice doubles until they become automatic
Tip: Use fingers to help visualize the pairs
3 Doubles Subtraction Facts
Doubles Subtraction Facts
Taking away half of a doubled number
Definition:

Doubles Subtraction: Subtraction problems where the minuend is a doubled number and the subtrahend is one of the original numbers

2-1=1
4-2=2
6-3=3
8-4=4
10-5=5
12-6=6
14-7=7
16-8=8
18-9=9
20-10=10
Simple Doubles Subtraction
6 - 3 = ?
Think: What number doubled equals 6?
3 + 3 = 6, so 6 - 3 = 3
Answer: 3
Advanced Doubles Subtraction
14 - 7 = ?
Think: What number doubled equals 14?
7 + 7 = 14, so 14 - 7 = 7
Answer: 7
Doubles Subtraction Method:
  1. Look at the number being subtracted
  2. Think: What number doubled gives the total?
  3. The answer is the same as the number being subtracted
  4. Check: Double the answer to verify
Tip: Use known doubles addition facts to solve subtraction
Tip: Remember: subtraction is the opposite of addition
Near Doubles and Fact Families
Doubles + 1 = Near Doubles
Near Doubles Formula
4 Near Doubles Facts
Definition:

Near Doubles: Addition problems where the two addends are consecutive numbers (one number apart)

1+2=3
2+3=5
3+4=7
4+5=9
5+6=11
6+7=13
7+8=15
8+9=17
9+10=19
Near Doubles Method
4 + 5 = ?
Think: 4 + 4 = 8
Then: 8 + 1 = 9
Answer: 9
Another Near Double
7 + 8 = ?
Think: 7 + 7 = 14
Then: 14 + 1 = 15
Answer: 15
Near Doubles Method:
  1. Identify the smaller number
  2. Double that number
  3. Add 1 to the result
  4. The answer is your near double
Tip: Use doubles facts to solve near doubles quickly
Tip: Near doubles are always odd numbers
5 Fact Families
Definition:

Fact Families: Groups of related addition and subtraction facts using the same three numbers

Fact Family: 3, 3, 6
3 + 3 = 6
3 + 3 = 6
6 - 3 = 3
6 - 3 = 3
Four related facts using same numbers
Fact Family: 4, 4, 8
4 + 4 = 8
4 + 4 = 8
8 - 4 = 4
8 - 4 = 4
Addition and subtraction are connected
Fact Family Method:
  1. Start with a doubles fact
  2. Write the addition equation
  3. Write the related subtraction equation
  4. Recognize the connection between operations
Tip: Fact families show how addition and subtraction are related
Tip: If you know one fact, you know three others
6 Doubles Facts Games
Definition:

Doubles Facts Games: Fun activities that help students practice and memorize doubles facts

Popular Doubles Facts Games:

Double Dice: Roll dice and add the same number again

Double Bingo: Mark the double of called numbers

Finger Doubles: Show a number with fingers, then double it

Double Songs: Sing about doubles facts to memorable tunes

Double Race: Compete to solve double facts quickly

Game Example: Finger Doubles
Show 4 fingers, then double it
4 + 4 = 8
Count all fingers: 8 total
Game Example: Double Race
Solve 6 + 6 quickly
6 + 6 = 12
The fastest correct answer wins!
Game-Based Learning Method:
  1. Make learning fun and engaging
  2. Practice regularly through games
  3. Encourage friendly competition
  4. Celebrate progress and success
Tip: Games make learning more enjoyable and memorable
Tip: Regular practice through games builds fluency
Complete Doubles Facts Guide
A + A = 2A ↔ 2A - A = A
Doubles Facts Relationship
Key Mathematical Definitions:

Doubles Facts: Addition problems where both addends are the same number

Near Doubles: Addition problems where addends are consecutive numbers

Fact Families: Groups of related addition and subtraction facts

Doubles Subtraction: Subtraction problems based on doubles facts

Even Numbers: Numbers divisible by 2 (doubles always result in even numbers)

Doubles Facts Progression:
  • Step 1: Learn doubles 1+1 to 5+5
  • Step 2: Master doubles 6+6 to 10+10
  • Step 3: Practice doubles subtraction
  • Step 4: Learn near doubles strategy
  • Step 5: Understand fact families
  • Step 6: Apply to problem solving
Mathematical Properties:

Commutative Property: A + A = A + A (same result)

Identity Property: A + 0 = A (not a double)

Even Results: All doubles produce even numbers

Inverse Operations: Addition and subtraction are opposites

Near Doubles Strategy:

Method: Use doubles facts to solve near doubles

Example: 6 + 7 = (6 + 6) + 1 = 12 + 1 = 13

Benefits: Builds on known facts for new problems

Connection: Links familiar to unfamiliar facts

Key Insight: Doubles facts serve as anchor points for other addition facts.
Foundation: Mastering doubles builds fluency for all addition/subtraction.
Tip 1: Practice doubles daily until they become automatic.
Tip 2: Use visual aids like counters or fingers to understand doubles.
Tip 3: Connect doubles to real-life situations (eyes, hands, etc.).
Tip 4: Use songs and rhymes to memorize doubles facts.
Doubles Facts Rules:

• Doubles Pattern: A + A always equals an even number

• Subtraction Connection: If A + A = B, then B - A = A

• Near Doubles: Use doubles plus or minus 1

• Memory Aid: Doubles are easier to remember than other facts

Success Strategies:
  1. Start Small: Begin with doubles 1-5
  2. Build Gradually: Progress to larger doubles
  3. Practice Regularly: Daily repetition builds fluency
  4. Use Multiple Methods: Visual, auditory, kinesthetic approaches
  5. Apply Knowledge: Use doubles to solve related problems
Weekly Practice Schedule:
  • Week 1-2: Focus on doubles 1-5
  • Week 3-4: Master doubles 6-10
  • Week 5-6: Practice doubles subtraction
  • Week 7-8: Learn near doubles strategy
  • Week 9-10: Understand and use fact families
Doubles Fluency = Practice + Patterns + Memory
Fluency Formula
Common Mistakes to Avoid:

• Confusing doubles with other facts: 4 + 5 is not a double

• Forgetting the pattern: Doubles always result in even numbers

• Not practicing enough: Regular practice is essential

• Mixing up addition and subtraction: Remember the inverse relationship

Questions & Answers

Question: Why do we need to learn doubles facts? Can't I just count everything?

Answer: Great question! Doubles facts are like shortcuts that make math faster and easier:

  • Speed: Once you know 6 + 6 = 12, you don't need to count every time
  • Building blocks: Doubles help with harder problems like near doubles
  • Memory: They're easier to remember than other addition facts
  • Subtraction help: If you know 8 + 8 = 16, then 16 - 8 = 8 is easy
  • Foundation: They prepare you for multiplication later

Think of doubles as your math superpowers - they make everything easier!

Question: How can I help my child practice doubles facts at home?

Answer: Here are fun ways to practice doubles facts at home:

  • Everyday objects: Count pairs of shoes, eyes, hands, or wheels
  • Games: Dice games, card games, or online math games
  • Songs: Sing doubles facts to familiar tunes
  • Fingers: Use hands to show and double numbers
  • Snacks: Give 3 crackers, then 3 more - "That's double 3!"
  • Timer challenges: See how many doubles facts can be solved in a minute

Keep practice short (10-15 minutes) and positive!

Question: What are the most important doubles facts for grade 1 students to master first?

Answer: The most crucial doubles facts for grade 1 students are:

  • Essential Doubles: 1+1, 2+2, 3+3, 4+4, 5+5
  • Foundation Doubles: 6+6, 7+7, 8+8, 9+9, 10+10
  • Related Subtraction: 2-1, 4-2, 6-3, 8-4, 10-5, etc.
  • Near Doubles: 1+2, 2+3, 3+4, 4+5, 5+6, etc.

These foundational facts prepare students for more complex addition and subtraction strategies, and serve as building blocks for multiplication understanding.