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reflections

reflections

Assessment

Presentation

Mathematics

7th - 8th Grade

Medium

CCSS
8.G.A.3, 5.G.A.1, HSG.CO.A.5

Standards-aligned

Created by

Austin Castillo

Used 96+ times

FREE Resource

8 Slides • 11 Questions

1

reflections

by Austin Castillo

2

​When we reflect on an axis, we must first understand which axis we are reflecting on.

​The x axis moves from left to right and the y axis moves up and down.

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3

Multiple Choice

Which axis on a graph goes up and down?

1

x

2

origin

3

symmetry

4

y

4

Multiple Choice

Which axis on a graph goes side to side?

1

x

2

symmetry

3

y

5

​When we reflect on the x axis, a point will "jump" over the x axis.

Each point is labeled by a coordinate ( X, Y )

​Notice when we reflect on the x axis, the

​height changes on the graph. This means we

​changed the Y value. (up and down)

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6

Multiple Choice

Question image

What value changed on this x reflection?

1

the x value

(side to side)

2

the y value

(up and down)

7

​If the y value changed on a reflection on the x axis, then we can say that the (x,y) changed to (x,-y)

​We make the y a negative because it is the value that changed to the opposite number by going over the x axis.

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8

​What happens when we reflect on the y axis?

​When we reflect on the y axis, we are changing the horizontal location.

This means we are changing the x value of the

​dots location. so it goes from

​xy --> (-x,y)

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9

Multiple Choice

Question image

which value changed on the reflection on the y axis?

1

the y value

(up and down)

2

the x value

(side to side)

10

Multiple Choice

Question image

Is the picture an x axis reflection or a y-axis reflection? Which axis does it jump over?

1

x

2

y

11

Multiple Choice

Question image

Which axis does this reflection go over?

1

x

2

y

12

​So, for the algebraic representation we must show the change happening for each reflection

​on an x axis reflection the y value changes. xy -> x,-y

​on a y axis reflection, the x value changes. xy -> -x,y

13

​Ok, so we see a pattern here

​a reflection on the y axis, changes the x value (x,y) --> (-x,y)

​a reflection on the x axis, changes the y value (x,y) --> (x,-y)

​These are the rules you need to remember.

​Lets repeat it a bunch of times!

14

Fill in the Blank

Question image

15

Fill in the Blank

Question image

16

Multiple Choice

What is the algebraic representation when you reflect on the x axis?

1

x,y -> x,-y

2

x,y -> -x,y

17

Multiple Choice

What value changes when you reflect on the y axis?

1

the x value

2

the y value

18

Fill in the Blank

Question image

19

​open your books to page 71.

reflections

by Austin Castillo

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