How to reflect over y 1

    • Chapter 8: Geometry

      b.) Reflect over the x-axis. Be sure to label your triangle. [3 marks] c.) Rotate 270° clockwise about the origin. Be sure to label your triangle. [3 marks] d.) Translate 1 unit right and 1 unit up and then reflect it over the y-axis. Be sure to label your triangle. [3 marks] The picture below shows three images of an arrow. Identify each ...

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    • [DOCX File]U.S. Army Human Resources Command

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      Enter your Aviation Service Entry Date (ASED) (YYMMDD). Make entries for each type of aircraft that you are qualified to fly, even if status is not current. Use the alphanumeric description (UH-1, UH-60, CH-46C, CH-47D, U-21, C-12, etc). Section II - Security Data . Your DA Form 873 will contain the following information: SCTY CLEARANCE -

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    • [DOCX File]UNIT 1 - tRANSFORMATIONS IN THE cOORDINATE PLANE

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      To reflect over the line y =-x , swap. and . opposite sign. the . x - and . y-coordinates. The function for a reflection across line y=-x is . R y=-x x,y =(-y, -x) To reflect through the origin, the sign of the x and y coordinates . change. The function for a reflection through the origin is.

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    • [DOC File]Translations & Reflections

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      Reflect over y =1. Find the coordinates of . Reflect over y = -3. Find the coordinates of . What one transformation would be the same as this double reflection? 6. Two Reflections The vertices of are A(6, -2), B(8, -4), and C(3, -7). Use this information to answer questions a-d. Plot on the coordinate plane. Reflect over x = 2. Find the ...

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    • [DOC File]Unit 1 Class Packet - Weebly

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      Reflect Rectangle 1 over the y-axis. Then translate down three units and rotate 90° counterclockwise around the point (3, 1). (Hint: redraw the axes so that the origin corresponds to (3, 1). ) Translate Rectangle 2 down one unit and reflect over the x-axis. Then reflect over the line x = 4.

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    • [DOCX File]MattsMathLabs - gwinnett.k12.ga.us

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      Reflect point A over the x-axis and then translate the image right 2 units. Horizontally stretch . point. B . by a factor of 3 from the y-axis and translate the image up 7 units. Vertically compress . point . C. by a factor of ½ from the x-axis, reflect the image over the y-axis, and finally, translate that image right 1 unit. Reflect …

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    • [DOCX File]High School Cluster Quiz Transformations

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      A.reflect over the . y-axis and then translate 2 units upB.reflect over the . x-axis and then translate 2 units downC.translate 2 units up and then translate 4 units rightD.reflect over the line  y = − x. and then translate up 1 unitE.rotate 90° counterclockwise about vertex . A

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    • [DOC File]Rotations, Reflections, and Translations

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      Reflect over x-axis. Turn off . Show table. Recall that point E (the image) is the reflection of point A (the preimage). Drag point A up, down, left, and right. Fill in the table to describe how point E moves when you do this. Point A Up Down Left Right Point E Turn on .

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    • [DOC File]Worksheet 6.1 - Ordered Pairs Name

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      Reflect. #1 ∆DOG has vertices D (0, 3), O (3, 0), G (4, 2). Graph ∆DOG and its reflection over the y axis and over the x axis. Then write the new vertices of the two new images. Vertices of Image reflected over y-axis _____ _____ _____ Vertices of Image reflected over x-axis _____ ...

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    • [DOCX File]MY SITE - Home

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      A. Reflect over the y-axis. B. Reflect over the x- axis. C. Rotate 180 degrees. D. There is no transformation performed. 14. Joseph graphed the given set of parallel line segments. Describe the final image of the line segments after a reflection over the y-axis and a translation (x , y) --> (x + 2, y - 10) A. The lines intersect at (-2, 1).

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