Early Number Patterns: Even number patterns
Complete these equations then write in the boxes below.
6+4=☐
☐– 6 = 4
16 + ☐= 20
☐ - 6 = 14
☐+ 4 = 30
☐- 6 = 24
2+8=☐
66 - ☐ = 66
12 + ☐ = 20
52 – 0 = ☐
☐+ 8 = 30
110 + ☐= 110
An even number will always end with any of these numbers:
Another way to say this is that these numbers will always be in the
ones place in even numbers.
Even addend + even addend = ___________ sum.
My example:
When we subtract one even number from another even number,
the result is always:
My example:
We know that zero is an even number because:
My example is:
If our teacher asks us to get into pairs for a game, everyone will have a
partner as long as there are an _______________ number of people in our class.
My example is:
There are patterns in even numbers.
These are even number patterns I have seen: