Related subtraction facts
Key notes:
What are Related Subtraction Facts?
- Related subtraction facts come from the same group of numbers.
- They are connected to addition facts.
- They help us understand how numbers work together.
πΉ Fact Family (Number Family)
- A fact family has 3 numbers.
- These numbers make 2 addition facts and 2 subtraction facts.
π Example: Numbers 3, 4, 7
- Addition facts:
- 3 + 4 = 7
- 4 + 3 = 7
- Subtraction facts:
- 7 β 3 = 4
- 7 β 4 = 3
πΉ Key Idea
- Subtraction is the opposite of addition.
- If you know one addition fact, you can find related subtraction facts.
π Example:
If 5 + 2 = 7, then:
- 7 β 5 = 2
- 7 β 2 = 5
πΉ Using Pictures or Objects
- Use fingers, toys, or drawings to understand subtraction.
- Take away objects to see what is left.
π Example:
πππππ (5 apples)
Take away 2 β πππ (3 left)
So, 5 β 2 = 3
πΉ Missing Number Practice
- Fill in the blanks using related facts:
π Example:
6 β ___ = 4 β Answer: 2
(Because 4 + 2 = 6)
πΉ Why It Is Important
- Helps in quick calculations
- Builds strong number sense
- Makes math easy and fun
π― Quick Tips for Students
- Always think: βWhat number is missing?β
- Use addition to check subtraction
- Practice with small numbers (up to 20)
- Related subtraction facts use the same numbers. To find the related subtraction fact, swap the numbers after the minus sign and the equals sign.
Learn with an example
πWhich is the related subtraction fact for 10 β 3 = 7?
- 7 β 3 = 4
- 10 β 8 = 2
- 10 β 6 = 4
- 10 β 7 = 3
This is a subtraction fact.
- 10 β 3 = 7
This is the related fact.
- 10 β 7 = 3
Notice how the 3 and the 7 changed places.
πWhich is the related subtraction fact for 6 β 5 = 1?
- 6 β 1 = 5
- 10 β 1 = 9
- 5 β 1 = 4
- 6 β 0 = 6
This is a subtraction fact.
- 6 β 5 = 1
This is the related fact.
- 6 β 1 = 5
Notice how the 5 and the 1 changed places.
πWhich is the related subtraction fact for 9 β 2 = 7?
- 9 β 6 = 3
- 8 β 7 = 1
- 9 β 7 = 2
- 7 β 2 = 5
This is a subtraction fact.
- 9 β 2 = 7
This is the related fact.
- 9 β 7 = 2
Notice how the 2 and the 7 changed places.
Let’s practice!

