2.1/2.2
2.2/2.3
Mix
Absolute value (1)
Absolute Value(2)
100

Translate the following sentence into an equation. The product of five and the sum of a number x and three is twelve

5(x + 3) =12

100

Evaluate 15 – ⎪2 – 3k⎥ if k = 2

11

100

Translate into an equation:

The difference of the square of y and twelve is the same as the product of five and x

y2 − 12 = 5x

100

| w + 9 | = 17

What is { 8 , -26 }

100

| x - 6 | = 35

What is { 41 , -29 }

200

Solve y + (–16) = –12

4

200

Translate 4n = x(5 – n) into a sentence.

Four times n equals x times the difference of five and n

200

⎪2 – w – h⎥ – h if h = 6 and w = -3

-5

200

2 | x + 5 | = 22

What is { 16 , -6 }

200

| t + 9 | - 8 = 5

What is { 4 , -22 }

300

Solve – a/6 + 5 = 2

18

300

5(12 – 3p) = 15p + 60

0

300

5 + ⎪2w| if w = - 3

11

300
3 | 2a - 4 | = 0
What is { 2 }
300

8 | 5w - 1 | = 0

What is { 1/5 }

400

Solve 3/5 y = –9

-15

400

3(y – 2) = 6(y – 1) – 3y

all real solutions

400

Daily Double:

2x – 5(x – 3) = 2(x – 10)

7

400

2 | y + 4 | = 14

What is { 3 , -11 }

400

| 3b - 10 | = 2b

What is { 10 , 2 }

500

Solve –6d = –42

7

500

3a + 21 = 7 – 4a

-2

500

⎪4 – h⎥ – w if h = 6 and w = -3

5

500

-3 | 3t - 2 | -12 = -6

What is { No Solution }

500

-4| 8 - 3n |  = 16

No solution

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