Question

figure v is the result of a transformation on figure u. which transformation would accomplish this?

Explanation:

Step1: Analyze Symmetry Axis

Check the axis of symmetry. Figure U and V are symmetric about the x - axis.

Step2: Identify Transformation

A reflection over the x - axis maps a point \((x,y)\) to \((x, - y)\). By observing the coordinates of corresponding vertices of Figure U and Figure V, we can see that the y - coordinates are negated (while x - coordinates remain the same), which is the property of a reflection over the x - axis.

Answer:

A reflection over the x - axis.