Look at the following figures. Describe any translations, reflections, rotations, and glide reflections that will move p

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Look at the following figures. Describe any translations, reflections, rotations, and glide reflections that will move p

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Look At The Following Figures Describe Any Translations Reflections Rotations And Glide Reflections That Will Move P 1
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Look At The Following Figures Describe Any Translations Reflections Rotations And Glide Reflections That Will Move P 2
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Look At The Following Figures Describe Any Translations Reflections Rotations And Glide Reflections That Will Move P 3
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Look At The Following Figures Describe Any Translations Reflections Rotations And Glide Reflections That Will Move P 4
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Look At The Following Figures Describe Any Translations Reflections Rotations And Glide Reflections That Will Move P 5
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Look At The Following Figures Describe Any Translations Reflections Rotations And Glide Reflections That Will Move P 6
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Look At The Following Figures Describe Any Translations Reflections Rotations And Glide Reflections That Will Move P 7
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Look At The Following Figures Describe Any Translations Reflections Rotations And Glide Reflections That Will Move P 8
Look At The Following Figures Describe Any Translations Reflections Rotations And Glide Reflections That Will Move P 8 (25.29 KiB) Viewed 39 times
Look at the following figures. Describe any translations, reflections, rotations, and glide reflections that will move part of the figure on top of another part of the figure. For translations, supply a vector or other means of communicating the translation; for reflections, describe the line(s) of reflection, for rotations, describe the angle of rotation. (Select all that apply) Baby Black & If we see the figure as composed of rhombuses, each rhombus can be mapped onto a neighbeceg rhombus by If we see the figure as composed of rhombuses, each rhombus can be mappet onte a neighanes hos t if we sen the figure as composed of hexagens, each hexagen can be apped onto a neighboring hexagon If we see the figure as composed of hexagons, sach hexagon can be mapped onts a neghbonng hexagon If we see the figure as composed of rhombuses, each membus ces be moped ante a neighboring homb reflection across a vertical ane ignonng calor) degree notation ignoring retor) pree rotation (poning colar) translation ignoring color). degree hitation Ongo) The first row can be translated onto the second row The first row can be stated 45 degrees counterclockwise about the center to obtain the first column The first row can be reflected across a hental ine to obtain the second row The first row can be translated onto the botto The first row can be related 90 degrees unterdockes about the center to stain the first calum
(c) 6 (d) Je Cross Roads G The design can be rotated 45 degrees, 135 degrees, 225 degrees, or 315 degrees onto itself. There are horizontal, vertical, and diagonal lines of reflection through the center of the design. There are only diagonal lines of reflection through the center of the design. There is only vertical line of reflection through the center of the design. The design can be rotated 90 degrees, 180 degrees, or 270 degrees onto tself. Pinwheel G Each dark green triangle can be rotated 90 degrees onto a white triangle. There are horizontal, vertical, and diagonal lines of reflection through the center of the design, Each light green triangle can be reflected across a vertical line through the center of the design onto another light green triangle. Each white triangle can be rotated 90 degrees and then translated onto another white tnangle. The design can be rotated 90 degrees, 180 degrees, or 270 degrees onto itself dermundard
(e) Underground Railroad The design contains two alterating unit squares that are translated diagonally. One unit square is light red, the other is white The whole design can be rotated 180 degrees about the center The whole design can be reflected across diagonal lines that pass through the center. The design contains two alternating unit squares that are translated diagonally. One unit square consists of four smaller squares, two white and two light red. The other unit square consists of two triangles, one white and one dark red The whole design can be reflected across a vertical line that passes through the center.
on 10.1 Homework-MAT X C webassign.net/web/Student/Assignment-Responses/last?dep=28631043#Q14 polish workbook & Dashboard Cengage Single S... 4. [-/1 Points] DETAILS BASSELEMMATH7 10.1.028. MY NOTES ASK YOUR TEACHER Look at the following figures. Describe any translations, reflections, rotations, and glide reflections that will move part of the figure on top of another part of the figure. For translations, supply a vector or other means of communicating the translation; for reflections, describe the line(s) of reflection; for rotations, describe the angle of rotation. (Select all that apply) (0) Baby Block If we see the figure as composed of rhombuses, each rhombus can be mapped onto a neighboring rhombus by a reflection across a vertical line (gnoring color) we see the figure as composed of rhombuses, each rhombus can be mapped onto a neighboring rhombus by a 90-degree rotation (ignoring color) If If we see the figure as composed of hexagons, each hexagon can be mapped onto a neighboring hexagon by a 120-degree rotation ignoring color). If we see the figure as composed of hexagons, each hexagon can be mapped unto a neighboring hexagon by a vertical translation (ignoring color) If we see the figure as composed of rhombuses, each membus can be mapped ente a neighboring rhombus by a 60-degree retation (ignoring color). Update Reading List
(b) Broken Windows The first row can be translated onto the second row. The first row can be rotated 45 degrees counterclockwise about the center to obtain the first column. The first row can be reflected across a horizontal line to obtain the second row. The first row can be translated onto the bottom row. The first row can be rotated 90 degrees counterclockwise about the center to obtain the first column.
(c) Cross Roads The design can be rotated 45 degrees, 135 degrees, 225 degrees, or 315 degrees onto itself. There are horizontal, vertical, and diagonal lines of reflection through the center of the design. There are only diagonal lines of reflection through the center of the design. There is only vertical line of reflection through the center of the design. The design can be rotated 90 degrees, 180 degrees, or 270 degrees onto itself.
(4) Each dark green triangle can be rotated 90 degrees onto a white triangle. There are horizontal, vertical, and diagonal lines of reflection through the center of the design. Each light green triangle can be reflected across a vertical ane through the center of the design onto another light green triangle Each white triangle can be rotated 90 degrees and then translated onto another white triangle The design can be rotated 90 degrees, 180 degrees, or 270 degrees onto itself. Underground Raid The design contains tws alternating unit squares that are translated eagonally. One unit square is sight red, the other is white The whole design can be rotated 180 degrees about the center The whole design can be reflected across diagonal ines that pass through the center The design contains two alternating unit squares that are translated diagonally One unit square consists of four smaller squares, bo white and two light red. The other unt of two triangles, one white and one dark red The whole design can be reflected across a vertical ine that passes through the center
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