Vocabulary
Understanding Integers
Number Lines
Coordinate Plane
Distance
100

The distance between a number and zero on a number line *HINT it is ALWAYS positive*

What is absolute value?

100
How do you say "-17"?

Negative 17

100

This side of the zero holds all negative numbers

Left

100
The quadrant that (-3,-3) would be found in

Quadrant III

100

To find the distance between two points using their coordinates, when do you add their absolute values?

Signs are different

200

Positive whole numbers, their opposites, and zero

What is integers?

200

Which represents a DEBT of $250?

$250 or -$250?

-$250

200

Use a number line to help write numbers from least to greatest:

1.25,-3/2, 1 1/2, .75

-3/2,.75,1.25,1 1/2

200

Give the point for the following description:

Start at the origin. Move to the left three units. Move down two units. 

(-3,-2)

200
The distance between (4.5,-3.3) and (4.5,5.5)

8.8

300

The center of a coordinate grid; written as (0,0)

What is origin?

300

Write the integer that represents the number described.


"Leo owes his mom $300"

-$300

300

Use a number line to help order the numbers from least to greatest

-1/4, -0.5,1/2,1

-.05,-1/4,1/2,1

300

The signs for quadrant 2 are...

(-,+)

300

The distance between (-5,-3) and (-5,-6)

3

400

Written as (x,y)

What is ordered pair?

400

Write the opposite of -(-31)

-31

400

Tom ordered these numbers from least to greatest. Is Tom correct? If not, reorder the numbers correctly.


4.4,4.2,-4.42,-4.24

In correct. 


-4.42,-4.24,4.2,4.4

400

The y-coordinate for any point that lies on the x-axis is...

Zero

400

The distance between (12 1/2, 3 3/4) and (-4 1/2,3 3/4)

17

500

A number that can be written as a quotient of two integers

What is Rational Numbers?

500

Write the integer that describes the situation.


"Ms. Kresge has a $400 credit on her Amazon account."

+$400

500

Order from least to greatest.

-3.25,-3 1/8, -3 3/4, -3.1

-3 3/4, -3.25, -3 1/8, -3.1

500

The quadrant where you would find (1,-.3)

Quadrant IV

500

The distance between (-1 1/2, -6 1/2) and (-2 1/2, -6 1/2)

1

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