Question

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

Explanation:

Step1: Analyze Translation

Translation is moving a figure without rotation or reflection. Observing figure \(E\) and \(F\), we can see that if we move figure \(E\) horizontally (to the right), we can map it onto \(F\).

Step2: Analyze Reflection

Reflection flips a figure over a line. If we consider a vertical line of reflection (for example, a line between the two figures), figure \(E\) cannot be mapped onto \(F\) by reflection as their orientations (in terms of left - right position relative to a potential reflection line) do not match for a reflection mapping.

Step3: Analyze Rotation

Rotation turns a figure around a point. Since the orientation (the direction of the sides) of figure \(E\) and \(F\) is the same (both have vertical and horizontal sides in the same relative angular position), rotation is not needed to map \(E\) onto \(F\).

Answer:

Translation