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Eighth Grade (Grade 8) Symmetry and Transformations Questions

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Grade 8 Symmetry and Transformations CCSS: 8.G.A.1
Grade 8 Symmetry and Transformations CCSS: 8.G.A.3
The second image was created from the first using which transformation(s)?
T Q3 Vertical
T Q4 Vertical Inverted
  1. Rotation, Translation, and Dilation
  2. Translation
  3. Reflection and Translation
  4. No possible transformations
Grade 8 Symmetry and Transformations CCSS: 8.G.A.3
The second image was created from the first using which transformation(s)?
2x6 Q3 Vertical
1x3 Q3 Vertical
  1. Rotation
  2. Translation and Dilation
  3. Reflection and Translation
  4. No possible transformations
Grade 8 Symmetry and Transformations CCSS: 8.G.A.1, 8.G.A.1a
What happens to a horizontal line if you rotate it 90° clockwise?
  1. Its image is a vertical line.
  2. Its image is a horizontal line.
  3. Its image is a diagonal line sloping down from left to right.
  4. Its image is a diagonal line sloping down from right to left.
Grade 8 Symmetry and Transformations CCSS: 8.G.A.3
The second image was created from the first using which transformation(s)?
T Q3 Vertical
2x6 Q2 Horizontal
  1. Rotation, Translation, and Dilation
  2. Translation
  3. Rotation and then Translation
  4. No possible transformations
Grade 8 Symmetry and Transformations CCSS: 8.G.A.3
The second image was created from the first using which transformation(s)?
1x3 Q1 Vertical
2x6 Q2 Horizontal
  1. Rotation, Translation, and Dilation
  2. Translation
  3. Rotation and then Translation
  4. No possible transformations
Grade 8 Symmetry and Transformations
Grade 8 Symmetry and Transformations CCSS: 8.G.A.1
Which of the following is the best example of a translation?
  1. an ice skater spins in place
  2. a tightrope walker steps forward
  3. a gymnast presses into a handstand
  4. a tennis player pivots to hit the ball
Grade 8 Symmetry and Transformations
Grade 8 Symmetry and Transformations CCSS: 8.G.A.1, 8.G.A.1a
What happens to a horizontal line if you rotate it 180° counterclockwise?
  1. Its image is a vertical line.
  2. Its image is a horizontal line.
  3. Its image is a diagonal line sloping down from left to right.
  4. Its image is a diagonal line sloping down from right to left.
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