Mult/Div Integers
Mult/Div Rational
Approximating Square Roots
Square Roots
Number Properties
100

(-4)^2

16

100

How is multiplying and dividing rational numbers similar to multiplying and dividing integers?

The same rules for signs of integers are applied to rational numbers.

100

What is the first step to approximating roots?

Determining the nearest perfect squares that are above and below what you are finding.

100
Square Root of 144

12

100

a(b+c)=ab+ac

Distributive Property.

200

-99/-11

9

200

-4.4 * (-6.02)

26.488

200

What is the second step in approximating square roots?

Find the halfway points between your two perfect squares.

200

Is the Square Root of 12 Irrational? Yes, or No, and why.

Yes, it is irrational because it is not an integer. 

200

a+b+c=b+c+a

Commutative Property

300

-4^2

-16

300

8/-2.2

-3.63 repeating

300

Tell whether the number is rational or irrational?Why?

-3 8/9

Rational. It can be written as a ratio of two integers.

300

Are perfect squares always rational or irrational numbers? 

Rational Numbers

300

(a+b)+c=a+(b+c)

 Associative Property

400

-81 / 9

-9

400

32.436 ÷ (-4.24)

-7.65

400

Approximate the square root of 34

5.8

400

8*The square root of 8.41+1.8

25

400

Name the property used and solve. 1/3 x 2 x 1/2

Associative 1/3

500

(-3)(-3)(3)(-2)

-54

500

-4 1/6 ÷ 1 1/3

-3 1/8

500

Approximate the square root of 167

5.8

500

4(Square Root of 147/3 +3)

40

500

Name the two properties used and simplify 5(7/8 x 2/5)

Commutative/Associative 7/4

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