1. The problem asks to identify which line segment is drawn in the figure based on the description. 2. The figure is a circle with center at point $X$. 3. Four lines originate from $X$: - $XW$ towards the upper-right, - $XY$ downwards, - $XZ$ horizontally to the left, - and one line between $Z$ and $W$ (not named). 4. There is a right angle marker between $XY$ and $XW$, indicating $XY \perp XW$. 5. Since $XY$ and $XW$ are perpendicular and both originate from $X$, the line segments $XY$ and $XW$ are drawn. 6. The question asks which line segment is drawn in the figure. Among the options $YZ$, $WY$, $XZ$, and $WZ$: - $YZ$ connects points $Y$ and $Z$, which are endpoints of lines from $X$ but no direct line segment $YZ$ is described. - $WY$ connects $W$ and $Y$, no direct line segment $WY$ is described. - $XZ$ is a line from $X$ to $Z$, which is drawn. - $WZ$ connects $W$ and $Z$, no direct line segment $WZ$ is described. 7. Therefore, the line segment $XZ$ is drawn in the figure. Final answer: $\boxed{XZ}$