Powers/Exponents

Rational vs Irrational

Classifying Real Numbers

Properties of Exponents

Comparing and Ordering Real Numbers

100

Solve equation.

x^{2}=6

= + - sqrt6

100

What number is an irrational number?

sqrt10

sqrt16

sqrt49

sqrt10

sqrt16

sqrt49

100

Where does the number 0 belong? What is the name of that section?

D. Whole numbers

100

Write with a positive exponent. x^{-6}

100

What inequality makes the statement true

sqrt(56)______7

sqrt(56) > 7

200

Evaluate

3^{3}

27

200

Is the following number rational or irrational?

3pi

irrational

200

Which section does the number 65 belong? What is the name of that section?

E. Natural/Counting Numbers

200

True or False

x-^{9} / x^{5 }

x^{4}

^{ False}

200

Order least to greatest?

sqrt(67)

15/2

8

15/2, 8,

sqrt(67)

300

sqrt73 7

> < =

>

300

Is a repeating decimal a rational number?

Yes, because it can be written in the form a/b.

300

In which section does the following number belong? What is the name of that section?

7pi

F. Irrational Numbers

300

Simplify: -3a^{0}b-^{2}

300

Which is the greatest out of the following numbers?

sqrt(4)

5/2

pi/2

5/2

400

What 2 numbers does this number fall between?

sqrt(13)

3 & 4

400

Which of the following numbers is rational?

pi/3

4.567...

sqrt(45)

sqrt(49)

sqrt(49)

400

In which section does the following number belong? what is the name of that section?

sqrt(3)

F

irrational numbers

400

Simplify: (6b^{12})(3b^{2})

18b^{14}

400

Order the numbers from least to greatest

13

sqrt(144)

pi

pi

sqrt(144)

13

500

Name two perfect square roots

sqrt(81)

sqrt(25)

sqrt(100)

500

Which of the following numbers is not rational

-5

5.67

18pi

4/5

18pi

500

What is the name of the section labeled c? Give one example that would belong in section C

Integers

Ex: -8

500

What do we do to the exponents when we have the same bases being divided?

Subtract them

500

> < or =

sqrt(42) and 15/2

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