Question

which rigid transformations can you use to map figure e onto figure f? choose all that apply. translation reflection rotation

Explanation:

1. Translation: A translation is a rigid transformation that slides a figure without changing its shape, size, or orientation. By observing the grid, figure \( E \) can be moved horizontally (and/or vertically) to align with figure \( F \). The orientation and shape remain the same, so translation is applicable.
2. Reflection: A reflection flips a figure over a line (axis of reflection). To map \( E \) to \( F \), we can reflect \( E \) over a vertical line (e.g., the vertical line midway between \( E \) and \( F \)) to get \( F \). The shape and size are preserved, so reflection is applicable.
3. Rotation: A rotation turns a figure around a fixed point. We can rotate figure \( E \) 180° (or other angles) around a suitable point (e.g., the midpoint between \( E \) and \( F \)) to align it with \( F \). The shape and size are preserved, so rotation is applicable.

Answer:

Translation, Reflection, Rotation