Instructions
1) Follow instructions as stated. [br]2) Type the preimage and image points for every task to keep track of these.[br]3) Come up with an algebra formula that will take you from the preimage to the image.[br]
Translations Page 1
[size=150][b]Instructions[/b][/size][br][br]1) Change coordinates for A, B, C to A(2,2), B(8,4), C(6,8) so that you have a different triangle.[br][br]2) Choose from the drop down boxes and translate from vector. [br][br]3) Click on Point A and translate right.
Question 1
Write the preimage and image points, labeling them correctly.
Question 2
Compare the preimage and image points. What do you notice about both of them?
Question 3
What happened to triangle A'B'C'?
Question 4
Find the algebra rule that will take you from preimage to image (x,y) to (x', y').
Reflections Page 1
Reflections
[b]Instructions[/b][br][br]1) Change coordinates for A, B, C to A(2,2), B(8,4), C(6,8) so that you have a different triangle.[br][br]2) Choose from the drop down boxes and reflect about line.[br][br]3) Click on the point, then on the x-axis to choose it as the reflection line.
Question 1
Write the preimage and image points, labeling them correctly.
Question 2
Compare the preimage and image points. What do you notice about both of them?
Question 3
What happened to triangle A'B'C'?
Question 4
Find the algebra rule that will take you from preimage to image (x,y) to (x', y').
Rotations Page 1
Reflections
[size=150][b]Instructions[/b][/size][br][br]1) Change coordinates for A, B, C to A(3,2), B(6,5), C(1,8) so that you have a different triangle.[br][br]2) Choose from the drop down boxes and rotate around point.[br][br]3) Select point, then select the origin. [br][br]4) Type 90°, and press OK.
Question 1
Write the preimage and image points, labeling them correctly.
Question 2
Compare the preimage and image points. What do you notice about both of them?
Question 3
What happened to triangle A'B'C'?
Question 4
Find the algebra rule that will take you from preimage to image (x,y) to (x', y').
Dilations Page 1
Reflections
[size=150][b]Instructions[/b][/size][br][br]1) Change coordinates for A, B, C to A(-4,2), B(6,-6), C(-2,-8) so that you have a different triangle.[br][br]2) Choose from the drop down boxes and dilate from point.[br][br]3) Select point, then select the origin. [br][br]4) Type 1/2 for the factor. [br][br]5) Dilate each point by 1/2.
Question 1
Write the preimage and image points, labeling them correctly.
Question 2
Compare the preimage and image points. What do you notice about both of them?
Question 3
What happened to triangle A'B'C'?
Question 4
Find the algebra rule that will take you from preimage to image (x,y) to (x', y').
You Try!!
[b][size=150]Instructions[/size][/b][br][br]1) Take the pre-image in Quadrant I and perform a minimum of 5 transformations.[br][br]2) Include 2 reflections, 2 rotations, and 1 translation (in any order).[br][br]3) Your final drawing will need to be in Quadrant III. [br][br]4) You may require more than 5 transformations to achieve this goal.
Final Project Transformations 2022
Suggestions for a successful project
Here are some tips to be successful in the design of your project. [br][br]1)Under the graph menu, select “Show Grid”[br]2) For the activity, we need to be able to see from –10 to 10 on both axes. [br]3) Click and drag the unit point so that –10 to 10 can be seen on both axes, if they are not already visible. [br]4) Under the graph menu, select "Plot Points," then plot the points (0, 0), (1, 2) and (0, 3). [br]5) Right click on the interior of the triangle to change the color. [br]6) From this triangle alone, perform transformations to complete your design. [br]7) Below you can see an example of a design.