Math Practice Online > free > lessons > Florida > 9th grade > Distributive Property 2

These sample problems below for Distributive Property 2 were generated by the MathScore.com engine.

## Sample Problems For Distributive Property 2

### Complexity=2, Mode=neg-dist

Distribute. Example: 2(x+1) = 2x+2
 1.   - 8(- 2a - 1) = 2.   - 6(2a + 4) =

### Complexity=3, Mode=neg-dist

Distribute. Example: 2(x+1) = 2x+2
 1.   - 3(a + 2b + 4) = 2.   - 3(- 3a - 3b + 2) =

### Complexity=2, Mode=neg-factor

Factor out the greatest common factor. If the first term is negative, factor out a negative number. Example: -3x + 6 => -3(x-2)
 1.   - 14(a + 1) = 2.   7(a + 5) =

### Complexity=3, Mode=neg-factor

Factor out the greatest common factor. If the first term is negative, factor out a negative number. Example: -3x + 6 => -3(x-2)
 1.   - 4(3a + b - 4) = 2.   3(3a - b - 1) =

### Complexity=2, Mode=neg-dist

Distribute. Example: 2(x+1) = 2x+2
1- 8(- 2a - 1) =
Solution
Distribute - 8 across - 2a - 1 => - 8(- 2a) - - 8(1)
- 8 × - 2 = 16
- 8 × 1 = -8
16a - - 8 => 16a + 8
2- 6(2a + 4) =
Solution
Distribute - 6 across 2a + 4 => - 6(2a) + - 6(4)
- 6 × 2 = -12
- 6 × 4 = -24
- 12a + - 24 => - 12a - 24

### Complexity=3, Mode=neg-dist

Distribute. Example: 2(x+1) = 2x+2
1- 3(a + 2b + 4) =
Solution
Distribute - 3 across a + 2b + 4 => - 3a + - 3(2b) + - 3(4)
- 3 × 2 = -6
- 3 × 4 = -12
- 3a + - 6b + - 12 => - 3a - 6b - 12
2- 3(- 3a - 3b + 2) =
Solution
Distribute - 3 across - 3a + - 3b + 2 => - 3(- 3a) + - 3(- 3b) + - 3(2)
- 3 × - 3 = 9
- 3 × - 3 = 9
- 3 × 2 = -6
9a + 9b + - 6 => 9a + 9b - 6

### Complexity=2, Mode=neg-factor

Factor out the greatest common factor. If the first term is negative, factor out a negative number. Example: -3x + 6 => -3(x-2)
1- 14(a + 1) =
27(a + 5) =

### Complexity=3, Mode=neg-factor

Factor out the greatest common factor. If the first term is negative, factor out a negative number. Example: -3x + 6 => -3(x-2)