Transformations on a Grid

25 min
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Transformations on a Grid

Translations slide every point by the same horizontal and vertical movement. A translation changes position but preserves lengths, angles and orientation. A careful solution names the quantities, keeps place value or units visible, and explains why each operation fits.

Worked reasoning

  1. Every point moves by the same vector.
  2. The shape's position changes while size and angles remain fixed.

Which property changes under a translation?

Which statement best captures the central mathematical idea in Transformations on a Grid?

When starting a problem about Transformations on a Grid, which move is most reliable?

Which statement is a misconception that must be rejected when working with Transformations on a Grid?