Question

1. the quadrilateral math was \boxed{}. (translated, reflected, rotated)

Explanation:

Step1: Analyze Translation

Translation preserves shape, size, and orientation, just shifting position. But here, the orientation of MATH vs the other quadrilateral (let's say RUL E, assuming labels) has changed, so not translation.

Step2: Analyze Reflection

Reflection would flip over a line, creating a mirror image. But the change here looks like a rotation (change in angle/orientation around a point).

Step3: Analyze Rotation

The quadrilateral MATH, when compared to the other (RULE?), shows a change in orientation that's consistent with a rotation (like 90 degrees or similar), not just a shift (translation) or a flip (reflection). So the transformation is rotation.

Answer:

rotated