Question

if the slope of $overleftrightarrow{bk}$ is the same as the slope of $overleftrightarrow{hy}$, which statement is true about $overleftrightarrow{bk}$ and $overleftrightarrow{hy}$? $overleftrightarrow{bk}$ is parallel to $overleftrightarrow{hy}$. $overleftrightarrow{bk}$ is a horizontal line, while $overleftrightarrow{hy}$ is a vertical line. $overleftrightarrow{bk}$ is a vertical line, while $overleftrightarrow{hy}$ is a horizontal line. $overleftrightarrow{bk}$ is perpendicular to $overleftrightarrow{hy}$.

Explanation:

Step1: Recall slope - parallel line relationship

Parallel lines have equal slopes.

Step2: Analyze the given information

Since the slope of $\overleftrightarrow{BK}$ is the same as the slope of $\overleftrightarrow{HY}$, they are parallel.

Answer:

$\overleftrightarrow{BK}$ is parallel to $\overleftrightarrow{HY}$.