Since you can add in any order, you can use facts you know to find new ones. Doubles are two of the same, like $6 + 6$.
| Double | Sum |
|---|---|
| $1 + 1$ | 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 |
Key idea
A near double is a double plus one: $6 + 7 = 6 + 6 + 1 = 13$.
Why it works
7 is 6 and 1 more. So $6 + 7$ is the double $6 + 6$ with 1 more.
Worked example: A near double
What is $8 + 9$?
- 9 is 8 and 1 more.
- $8 + 8 = 16$.
- One more: $8 + 9 = 17$.
Answer: 17
For grown-ups: Doubles show up everywhere: egg cartons (6 + 6), fingers (5 + 5), a spider’s legs (4 + 4). Point them out.