Translation
Rotation
Reflection
Dilation
Transformations Mix
100

The original coordinates for Point C are (3,5). You translate it 3 units left and 1 unit up. 

(0,6)

100

Point A is at (10,9). You rotate it 180 degrees. What is the new coordinate point? 

(-10,-9)

100

Triangle ABC's A point is located at the point (6,3). You reflect Triangle ABC across the Y-axis. What would be the new coordinate point for Point A? 

(-6,3) 

100

Triangle ABC has a length of 4 units. It is then dilated by 4. What is the new length of Triangle ABC?

16 units

100

What are the four different types of Transformations? 

Translation, Rotation, Reflection and Dilation
200

A coordinate point is (6,4). It is translated up by 1. What would it be?

(6,5)

200

The point is (-4,5). You rotate it 90 degrees clockwise. What is the new coordinate point? 

(5,4)

200

Triangle XYZ Point Z is located at the coordinate point (-6,-4). You reflect it across the X-axis. What would be the new coordinate point? 

(-6,4) 

200

Point D of Triangle DEF is (2,6). It has a dilation of 4. What is the new coordinate point?

(8,24)

200

Triangle ABC is located in the first quadrant. It is first rotated 90 counterclockwise and then reflected across the X-axis. What is the new quadrant Triangle A'B'C' in? 

Third quadrant

300

There are two coordinate points, (7,6) and (6,7). You translate both by 2 units right and 3 units up. What would the coordinate points be for both? 

(9,9) & (8,10) 

300

You rotate the point (-10,5) 270 degrees clockwise. What is the new coordinate point? 

(-5,-10)

300

Triangle JKL's Point L is located at (-7,8). Triangle JKL is then reflected across the x-axis to create J'K'L'. What is the new coordinate point for point L? 

(7, 8) 

300

Point X is at the coordinate points (1,10). It has a dilation of 1/2. What would be the new coordinate point for X? 

(0.5, 5) 

300

If point C is located (0,6), when we rotate it 180 degrees and translate it 1 unit up. Where would C' be now?

(0,-5)

400

There is a point of (9,9). You first do a translation of 5 right and 3 up, then another one of 2 up and 3 right. What is the coordinate point? 

(17,14)

400

The point (6,4) is rotated 90 degrees counterclockwise. What is the new coordinate point? 

(-6,4) 

400

Triangle ABC's A point is located at (6,-5). Triangle DEF's D point is located at (6,-3). Both triangles are then reflected across the X-axis. What is the new coordinate point for points A and D?

(6,5) & (6,3) 

400

Triangle ABC has a width and length of 10 and 6. It undergoes a dilation of 10. What would be the new length and width for Triangle ABC? 

100 & 60 

400

Point Z, (5,-7) is reflected across the x-axis and rotated 90 degrees. Where is the image?

(7,-5)

500

There are two coordinate points, (1,1) and (6,3). You do a translation of 4 units right and 5 units up. What would be the coordinate points for both. 

(5, 6) & ( 10, 8) 

500

You have two coordinate points, (-5,15) and (6,5). You rotate both 270 degrees counterclockwise. What are the new coordinate points? 

(15,5) & (5,-6) 

500

Triangle XYZ Point X and Y are at (10,6) and (9,8). Triangle XYZ is reflected across the Y-axis. What are the new coordinate points for Points X and Y. 

(-10,6) & (-9,8)

500
Point A is located at (1,2). Point B is located at (5,4). Point C is located at (-2,5). These three points all get dilated by 3. What would be the new coordinate points for A,B, and C? 

(3,6), (15,12) and (-6,15) 

500

Point A is located at (6,5). It is then dilated by 2 and translated 6 units right and 4 units up. Where is A' new coordinate point?

(18,14)