The problem asks for the coordinates of vertex $V$ after the rectangle is reflected in the dashed line. The dashed line is at $y=4$. Vertex $V$ has coordinates $(6,2)$.

1. Problem Description

The problem asks for the coordinates of vertex $V$ after the rectangle is reflected in the dashed line. The dashed line is at $y=4$. Vertex $V$ has coordinates $(6,2)$.

2. Solution Steps

The reflection is across the line $y=4$. The $x$-coordinate of $V$ will not change during the reflection. The $y$-coordinate of $V$ is

2. The distance from $V$ to the line of reflection is $4-2 = 2$. The reflected point will be at a distance of 2 above the line $y=4$. So the $y$-coordinate of the reflected point will be $4+2=6$. Therefore, the coordinates of the reflected point will be $(6,6)$.

3. Final Answer

(6, 6)