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Algebra tiles can be used to model polynomial addition and subtraction.

Use algebra tiles to find (2x2 - x) + (x2 +3x -1).
Model :
Use tiles to represent all terms from both expressions.

Algebra :
(2x2 - x) + (x2 + 3x -1)
Model :
Rearrange tiles so that like tiles are together. Like tiles are the same size and shape.

Algebra :
(2x2 + x2) + (-x + 3x) - 1
Model :
Remove any zero pairs.

Algebra :
3x2 - x + x + 2x - 1
Model :
The remaining tiles represent the sum.

Algebra :
3x2 + 2x - 1
Use algebra tiles to find (2x2 + 6) - 4x2.
Model :
Use tiles to represent the terms in the first expression.

Algebra :
2x2 + 6
Model :
To subtract 4x2, we have to remove 4 yellow x2-tiles, but there are not enough to do this. Remember that subtraction is the same as adding the opposite, so rewrite
(2x2 + 6) - 4x2 as (2x2 + 6) + (-4x2)
Add 4 red x2-tiles.

Algebra :
(2x2 + 6) + (-4x2)
Model :
Rearrange tiles so that like tiles are together.

Algebra :
2x2 + (-4x2) + 6
Model :
Remove zero pairs.

Algebra :
2x2 + (-2x2) + (-2x2) + 6
Model :
The remaining tiles represent the difference.

Algebra :
-2x2 + 6
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