Question

this shows reflection over the line y = -x true false

Explanation:

To determine if the reflection is over \( y = -x \), recall the rule for reflection over \( y=-x \): a point \((x,y)\) maps to \((-y,-x)\). By analyzing the coordinates of corresponding vertices of the blue and red figures, we check if they follow this rule. The blue and red figures do not satisfy the reflection rule for \( y = -x \) (e.g., key vertices' transformations don't align with \( (x,y) \to (-y,-x) \)). Thus, the statement is false.

Answer:

False