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Distributive Practice
Combining Like Terms Practice
Solving Equations with Distributive Property
Solving Equations with Combining Like Terms
Distributive and combining like terms
100
Simplify the following expression: 2(b+7)
2b + 14
100
Simplify 2a + 4a.
6a
100
Solve. 5(c+7) = 40
c = 1.
100
Solve for x. 5x - 7x = 18.
x = (-9).
100

6(x-6)+2=8x-10

(-12)

200
Simplify 3(a-5).
3a - 15
200
Simplify -3a + 5a.
2a
200
Solve. -9(c+3) = (-63)
c = 4.
200
-6a + a - 4 = 16
a = (-4)
200

Solve for x. -2x - 9 = 17.

x = (-13)

300
Simplify -4(c+9)
-4c + (-36)
300
Simplify 7a - 10a.
-3a.
300
-5(3a - 6) = 75
a = (-3)
300
8a - 4a + 3 = 35
a = 8
300

(x/6)+8=9-(x/6)

3

400
Simplify 5(2b-8).
10b - 40
400
Simplify -6d + 11d - d.
4d
400
-10(a - 5) = 100
a = (-5)
400
(-22) = 5a - 2a - 7
a = (-5).
400

If you double a number and then add 12, you get 4/5 of original number

(-10)

500
Simplify -6(7-a)
-42+6a
500
Simplify -5d - 12d + d - 8 - 3.
-16d - 11
500
-3(4a - 7) = 93
a = (-6)
500
32 = 12 - 3a - 7a
a = (-2)
500

41-(2c+3)=4(c+6)+c

2