Solving Multi-Step Equations

Solving by Combining Like Terms

100

5h + 2 + 2h = 23

h = 3

200

3b + b - 8 = 4

b = 3

300

3a + 12 - 6a = -9

a = 7

400

-6 = -3y + 4 + 5y

y = -5

500

78 = 3c + 12 - c + 4

c = 31

Solving by Using the Distributive Property

100

2(x + 5) = 14

x = 2

200

5(d - 2) = 40

d = 10

300

7(4 - t) = -84

t = 16

400

-2(x - 9) = -24

x = 21

500

-13(4 + 2a) = 208

a = -10

Simplifying Expressions

100

−6−2y²+6x−4x+1+7y²−y²

−5+4y²+2x

200

3y³−y−5−5−6y+5+6y³

9y³−7y−5

300

3y+3y+3+2y²

2y²+6y+3

400

−8x²(6x²−4x−9)

−48x⁴+32x³+72x²

500

−5x(−2x²−5)

10x³+25x

Equation Grab Bag

100

4x + 9 = 33

x = 6

200

x + 3x = -8

x = -2

300

4(y - 2) + y = -13

y = -1

400

-6(m + 1) + 18 = 24

m = -2

500

7k - 8 + 2(k + 12) = 52

k = 4

Absolute Value Equations

100

Solve.

|x|=10

x=10 & x=-10

200

|x−7|=10

x=17 & x=-3

300

|c−23|=48

c=71 & c=-25

400

|-10+5y|=55

y=13 & y=-9

500

32=|−5a+12|

a=-4 & a= 44/5