Reflection points over y 3
[DOC File]Reflections Worksheet - McBroom
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3. Reflect the triangle over . 4. Reflect the triangle over . 5. Reflect the triangle over the x-axis and then over . 6. Reflect the triangle over . Complete. 7. After a reflection over the line , (8, 11) is the image of point C. What is the original location of point C? 8. After a reflection over the y-axis, (0, 4) is the image of point L ...
[DOC File]Geo X - Tredyffrin/Easttown School District
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2. E across the y-axis _____ 3. I across the x-axis _____ 4. H across the y-axis _____ 5. F across the x-axis _____ 6. Graph the line y = x on the plane. (Hint: It connects I with F.) Reflect point G over the line y = x. What is the coordinate of the image point? 7. Draw the reflection of the given figure over the line.
[DOCX File]andyborne.com
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Reflections. Reflect over any straight line. Translations. Move up, down, left, right using a mapping (x, y) --> (x + h, y + k) To Start. Enter a shape. Try using a triangle with points (-1, …
[DOC File]Reflections Worksheet - Dearborn Public Schools
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2. Reflect the triangle over the x-axis. 3. Reflect the triangle over . 4. Reflect the triangle over . 5. Reflect the triangle over the x-axis. 6. Reflect the triangle over . Complete. 7. After a reflection over the x-axis, (8, 11) is the image of point C. What is the original (pre-image) location of point C? 8. After a reflection over the y ...
[DOCX File]Microsoft Word - Geometry Unit 2 Transformatios Notes.docx
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Prime Points after reflection over the . y-axis . Step 4: Record the new points under “y-axis” on the chart. What do you notice about what happened to each of the points. after reflecting across the y-axis? Experiment . 2: Step 1: Graph ΔABC with points at 𝐴(1,2), 𝐵(−3,4), 𝐶(−2, −5)
[DOC File]REFLECTIONS - Advanced Pre-Calculus
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Oct 09, 2009 · The reflection of a segment is a _____. After reflection, the size and shape of the object are _____. Reflections over y = x and y = -x. Reflect over the line y = x. Reflect over y = - x. P(3, -1) and Q (4, -3) p (2, -7) and Q ( 6, -5) Examples. Graph using the points A(-4, 1) and B(4,7) and graph the image after a reflection in the y-axis ...
[DOCX File]Project Part 3: Reflection - LCMS Math
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Step 3: Reflect the mask over the y axis, which is the line of reflection. Step 4: Label the new vertices of the reflection of the mask. Step 5: Record …
[DOC File]Name: ________________________________________ Date
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Reflection over any other line: PROTECT THE DISTANCE Reflection over y = x Reflection over y = -3 Rotations 90CW/270CCW: (y, -x) 180: (-x, -y) 90CCW/270CW: (-y, x) Rotate the figure 90 CW Rotate the figure 90 CCW Even, Odd or Neither Even = Reflection over y-axis OR all even exponents (don’t forget constants)
[DOCX File]Project Part 3: Reflection
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Project Part 3: Reflection Step 1: record the coordinates of the vertices of the original mask on the chart below. Step 2: reflect the mask over the y axis which is the line of reflection.
[DOC File]Reflections on the Coordinate Plane
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Points reflected over the lines y = x and y = - x are related to their preimages in a special way. Using coordinates makes these relationships especially clear. On the following diagrams: Label the coordinates of the vertices for each figure. Sketch the reflections of each figure over the indicated lines y = x and y = - x.
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