Rational and Irrational Numbers/Equivalent Numerical Expressions
Scientific Notation
Inequalities Part 1
Inequalities Part 2
100

Is -²⁄₈ less than, greater than, or equal to -¼

equal to

100

How do you write 64.4 in scientific notation?

6.44 x 101

100

Is m = 6 a solution to the inequality below?

m ≥ 10 

yes or no? 



no

100

p+2 ≤ 3

p ≤  1

200

Is ⅝ less than, equal to, or greater than ½?

greater than

200

How do you write 5.78 × 104 in standard form?

57,800

200

Which of the following is a solution to the inequality below?  

8 ≤ p

1.  p = 11;   2. p = 4;  3. p = 6;  4. p = 3

p = 11

200

Solve for v.

2v > 6

v > 3

300

Between what two numbers on the number line (1-8) would the √ 19 be found?

Between 4 and 5

300

Multiply the following numbers written in scientific notation:

(3 x 101 ) x (3 x 10-2 )

9 x 10-1

300

Which of the following are solutions to the inequality below? Select all that apply.

–11 ≤ q

1.) q = -3; 2.) q = -10; 3.) q = -1; 4.) q = -5



q = -3, -10, -1, -5

300

Solve for r.

r – 7 > –4

r > 3

400

Evaluate the expression:

5-36  ÷  56

5-42

400

(2.8 x 109 ) + (3 x 10)

(2.8 x 10) + (0.3 x 10)

3.1 x 109

400

Which of the following is a solution to the inequality below?

–11 ≥ k

1.) k = -8; 2.) k = -5; 3.) k = -6; 4.) k = -12


k = -12

400

Solve for m.

2m +1 ≤ 7

m ≤ 3

500

Evaluate the expression:

7 ÷ 7

73

500

(1.32 x 104 ) - (9 x 103 )

(13.2 - 9) x 103

(4.2) x 103

500

Solve for g.

ᵍ⁄₂<3

g < 6

500

Solve for h.

2h – 4 > -10




h > -3