Hopefully you've read and understood the distributive property lesson. If you are ready, let's move on and practice our skill!
Directions: Use the distributive property to simplify each expression.
NOTE: The answers are down below the practice problems. Make sure you check your answers carefully!
1. 5(x+6) =
2. 3(2x+1) =
3. 2(2x-3) =
4. 6(x-4) =
5. 8(2x-3) =
6. -3(x + 4)=
7. -2(3x - 1)=
8. -10(2x + 1/5 )=
9. -18(x - 2/3)=
10. 1/2(x -4) =
1. 5x + 30
2. 6x +3
3. 4x - 6
4. 6x - 24
5. 16x - 24
6. -3x - 12
Since -3(4) = -12, the correct form is minus 12.7. -6x +2
(-2)(-1)= 2 since 2 is positive, the correct form is plus 28. -20x - 2
(-10)(1/5) = -2, the correct form is minus 2.9. -18x + 12
(-18)(-2/3) = 12, the correct form is plus 12.10. 1/2x - 2
(1/2)(-4) = -2, the correct form is minus 2.Ok... The distributive property isn't so bad is it? If you're ready, you can move onto simplifying algebraic expressions!
If you didn't do so well on the distributive property, you may need to go back and review Adding Integers, Subtracting Integers, or Multiplying and Dividing Integers.
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