Vocab, 1 and 2 Step
Multi Step Equations
Variables on Both Sides
Area + Perimeter Problems
Word Problems
100

x - (-7) = 10

x = 3

100

7w - 3w + 4w = 15

Does w = 3?

No

100

4.3m - 3.36 = 5.7m

m = -2.4

100

Base of a triangle is 10 units

Height is 5 units

What is the area?

25 units squared

100

Five friends buy tickets to a concert and pay $592.50. How much per ticket?

$118.50

200

What are operations that undo each other?

inverse operations

200

6m - 7 - 4m - 16 = -23

m = 0

200

8.5 - 2.7k = 3.9k - 18.89

k = 4.15

200

If one side of a rectangle is 23 units and the other is 5y - 2, what is y?

5

200

The product of a number and seven, increased by 3, is 59.

8

300

124 - 8g = 36

g = 11

300

9p + 4(2 + p) = -18

p = -2

300

5m + 18 = 15m - 24 - 4m

m = 7

300

Opposite sides of a rectangle are 7x - 4 and 3x + 8. What is each side?

17 units

300

6 friends went out to dinner.  Each person ordered the same dinner, which cost $15.85.  The friends left a combined tip of $16. What was the total?

$111.10

400

236 = 15m - (-26)

m = 14

400

(k - 4)/9 = 2^2 - 1

k = 31

400

5(y - 3) = 8(y + 6)

-21

400

Equilateral triangle sides are 2x - 3 and x + 5.

What is the perimeter? 

39 units

400
Company A: $180 once and $92 per hour

Company B: $250 once and $78 per hour

When are the companies the same?

5 hours

500

7 + d/6 = 13 + 5 + 2 - 1

d = 72

500

-8m - 9(5 - 3m) = 12

m = 3

500
j + 8(j - 3) - j = 3j + 9j - 14 + j

j = -2

500

Area of a triangle is 884 square meters

Base is 17

Height is x + 13

What is x?

x = 91

500

Clay and Jordan are buying tickets for the school play. Adult tickets cost $3 more than student tickets. Clay buys 7 student tickets and 6 adult tickets. Jordan buys 15 student tickets and 1 adult ticket. Write and solve an equation that models this situation if they both spend the same amount of money on their tickets.

x = 5