Vocabulary
Rational Numbers on a Number Line
Absolute Values
Coordinate Plane
Finding Distances
100

A point on a coordinate plane is represented by a(n)

Ordered pair

100

The opposite of -4

4
100

The absolute value of 

/4/    /-.05/    /-5897/    

4    .05    5897

100

(2, -1.5) is in this quadrant

Quadrant 4

100

Distance between (-3, 2) and (-1, 2)

2

200

The __________ of a positive integer is a negative integer.

Opposite

200

Compare and Order from least to greatest:

-0.1    0.75    -1/4


-1/4 < -0.1 < 0.75

200

absolute value of -/-10/

-10

200

(-4, -0.1) is in this quadrant

Quadrant 3

200

Distance between (-3, 7) and (-3, -9)

16

300

The corners of a polygon.

Vertices

300
Compare 3.65 and 3 3/4

3.65 < 3 3/4

300

The opposite of /-8/

-8

300

The axis that is vertical

Y axis

300

The distance of the ordered pairs

 (16.25, 4) and (-4.5, 4)

11.75

400

The term for (0,0) 

Origin

400
The opposites of the integers 

3/4    19.72    -14/28

-3/4    -19.72    14/28 or 1/2

400

Order from greatest to least

/32/    / -99/3 /   /-34/

34    33    32

400

ordered pair (-2, 1.5) is a ___________ across the _____ axis of ordered pair (-2, -1.5) 

reflection, X

400

What is the perimeter of a rectangle with ordered pairs:

(-3, 6)    (4, 6)    (-3, -7)    (4, -7)

40 units

500

A region defined by the two axes (x-axis and y-axis) of the coordinate system

Quadrant

500

Compare 5.2 and 26/5

5.2 = 26/5

500

The absolute value is the _______________ from ____.

distance, 0

500

The reflection of (3, 10) across the Y axis

(-3, 10)

500

Ms. Conroy drew a plan for serving dinner at a graduation party.  Food stations are located a R(-3, -2), S(4, -2) and T(4, 3).  She wants to place the 4th food station so the stations create a rectangle.  Where should she place the 4th station?

(-3, 3)

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