1. The problem is to find the equation of the column (vertical line) that passes through the point (3,2) and also intersects the line described by equation $y=1$. 2. A vertical line at $x=3$ passes through the point (3,2) because it has the same $x$-coordinate 3 for all $y$. 3. The line $y=1$ is a horizontal line where the $y$-coordinate is always 1. 4. The vertical line through (3,2) is $x=3$, and it will intersect $y=1$ at the point where both equations hold true simultaneously: $x=3$ and $y=1$. 5. Therefore, the intersection point is $(3,1)$. **Final answers:** - Column (vertical line) through (3,2): $$x=3$$ - Intersection point with $y=1$: $$(3,1)$$