One-Step Equations
Two-Step Equations
Multi-Step Equations
Multi-Step Equations (Fractions)
Miscellaneous Equations
100
Solve: x + 4 = 10
x = 6
100
Solve: 4x + 7 = 23
x = 4
100
Solve: 2x - 9 + 5x = 5
x = 2
100

Solve: n/3 - 10 = -12

x = -6

100

Solve: -6 - x = 4

x = -10

200
Solve: y - 3 = -5
y = -2
200
Solve: y/3 - 4 = -2
y = 6
200
Solve: 8 - 2y +7 -4y = 3
y = 2
200

Solve: (x+5)/-4 = -4

x = 11

200

Solve: 12 - x = 8

x=4

300
Solve: 8m = -48
m = -6
300
Solve: 5r + (-9) = -4
r = 1
300

Solve: (4x - 6)/ -5 = -6

x = 9

300

Solve: (3+r)/2  = 7

r=11

300

Translate into an equation.

The sum of eight and three times k equals the difference of five times k and three.

3k+ 8 = 5k - 3

or

8 + 3k = 5k - 3

400
Solve: r/5 = -9
r = -45
400
Solve: (a + 7)/3 = -2
a = -13
400

Solve: -x/5 + 6 = 3

x = 15

400

Solve:(6y - 8)/ 2= 17

y=7

400

Find three consecutive integers with the sum of - 6.

**Need the equation and the integers.

n + n + 1 + n + 2 = -6


-3, -2, -1

500
Solve: -8 + x = -12
x = -4
500
Solve: -6 - x = 10
x = -16
500

A department store has sold 3/5 of their formal dresses, but 10 were returned. They now have 62 dresses. How many did the store have in stock at the beginning of the season?

**Equation and solution.

3/5x - 10 = 62


x = 120 dresses

500

Solve: 2 - x/4 = 6

x=-16

500

Find three consecutive even integers with the sum of 144.

Need the equation and integers.

n + n + 2 + n + 4 = 144


46, 48, 50

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