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Math Ball Reflections and Symmetry in Geometry

Explore reflections and symmetry in geometry through coordinate transformations, rotations, and dilations. Identify coordinates and symmetry lines for various points and shapes in the ball. Dive into rotational symmetry with detailed explanations.

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Math Ball Reflections and Symmetry in Geometry

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  1. Ch 9 Math Ball

  2. What is C’?

  3. What is D’?

  4. What is A’?

  5. What is E’?

  6. What is B’?

  7. What is C’?

  8. What is E’?

  9. What is A’?

  10. What is the coordinate of B’ after the reflection?

  11. What is G’?

  12. What is the coordinate of H’ after the reflection?

  13. What is B’?

  14. What is the coordinate of C’ after the reflection?

  15. What is the coordinate of E’ after the reflection?

  16. How many lines of symmetry? Does this have rotational symmetry?, if so, identify the rotations

  17. What is the coordinate of L’ after the reflection?

  18. What is M’ after dilating by the scalar?

  19. What is D’?

  20. What is F’?

  21. What is the coordinate of G’ after the reflection?

  22. What is the coordinate of J’ after the reflection?

  23. What is the coordinate of A’ after the reflection?

  24. What is the 90 degree rotation matrix?

  25. What is F’?

  26. How many lines of symmetry? Does this have rotational symmetry?, if so, identify the rotations

  27. What is the coordinate of F’ after the reflection?

  28. What is Q’ after dilating by the scalar?

  29. How many lines of symmetry? Does this have rotational symmetry?, if so, identify the rotations

  30. What is R’ after dilating by the scalar?

  31. What is L’ after dilating by the scalar?

  32. What is the coordinate of K’ after the reflection?

  33. What is S’ after dilating by the scalar?

  34. What is N’ after dilating by the scalar?

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