Coordinates
Reflections
Distance
Area
Coordinate Plane
100

what quadrant is (5,4) in?

Q 1

100

When we reflect the over the x axis, how does the y coordinate change?

It changes to the opposite

100

How would you find the distance between two points when you have a coordinate plane?

count the squares

100

How do you find the perimeter of a given polygon?

Add all sides together.

100

Where is the origin located on the coordinate plane

(0,0)

200

what quadrant is (-4, -8) in

Q3

200

Reflect A (8,5) over the y axis

A' (-8,5)

200

How would you find the distance between 2 points when you don't have a coordinate plane?

Use absolute value of the unmatching coordinates

200

Find the perimeter of the rectangle ABCD

 A (1,2) B (1, 5) C (-6, 5) D (-6, 2)

20 units

200

which axis run horizontally

x-axis

300

How do we write coordinate pairs?

(x,y)

300

Reflect B (-7, -4) over the x axis

B' (-7,4)

300

Find the distance between a (9, 4) and (9, -3)

7

300

How do you find the area of a rectangle?

A= base x height

300

What quadrant has both negative (x,y) coordinates

Q3

400

what quadrants are  A(-9, 7) and B(3, -5) in

Q 2 and Q 4

400

Reflect (4, 0) over the x-axis

same position

400

Find the distance between (5, 4) and (8, 4)

13

400

Find the area of a rectangle ABCD 

A (1,2) B (1, 5) C (-6, 5) D (-6, 2)

21 units2

400

In which quadrant is the point (-7, 8)?

Qll

500

where is (0, 6) located

y - axis

500

Samantha drew a map of the park in the her neighborhood. She graphed the point P (-3.5,-3.5) for the playground. The fountain if located at P’ which is P reflected over the y-axis. She wants to graph the picnic tables P” which is P’ reflected over the x-axis. Plot an label P, P’ and P” on the graph

P' would be located at (3.5, -3.5) and P" would be located at (3.5, 3.5)

500

Find the distance between A (-2, -6) and it's reflection of the y axis

4

500

If the rectangle EFGH has points E (-9,0), F (-9, 5), and G (-4, 5) what are the coordinates of H?

(-4, 0)

500

Label the quadrants and their (x,y) patters

Qll (-x,+y)  Ql (+x,+y)

Qlll (-x,-y)  QlV (+x,-y)