4-6 Graph Reflections of Points — Practice Questions

1. 1. Point P is 7 units below the $x$-axis. After a reflection across the $x$-axis, its image, P', is ___ units above the $x$-axis.

2. 2. Point B is located 5 units to the right of the $y$-axis. Where is the reflection of point B across the $y$-axis?

   • A. 5 units to the right of the $y$-axis
   • B. 5 units to the left of the $y$-axis
   • C. 5 units above the $x$-axis
   • D. 5 units below the $x$-axis

3. 3. Point $M$ at $(-4, 8)$ is reflected to point $M'$ at $(4, 8)$. The line of reflection is the ___-axis.

4. 4. Which statement best describes the relationship between a point and its reflection across a line?

   • A. They are on the same side of the line of reflection.
   • B. The reflection is always closer to the line than the original point.
   • C. They are the same distance from the line of reflection.
   • D. They are always at the same coordinates.

5. 5. A point is 10 units above the $x$-axis. Its reflection across the $x$-axis is located 10 units ___ the $x$-axis.

6. 6. If point $D$ is reflected across the x-axis, its image is labeled as ___.

7. 7. In a reflection, what is the term for the original point before the transformation is applied?

   • A. The image
   • B. The pre-image
   • C. The prime point
   • D. The coordinate

8. 8. What does the notation $S'$ represent in the context of a geometric reflection?

   • A. $S'$ is the original point.
   • B. $S'$ is the reflected image of point $S$.
   • C. $S'$ is a point unrelated to $S$.
   • D. $S'$ is the starting position.

9. 9. A point labeled $M'$ is the result of a reflection. The original point, or pre-image, is labeled as ___.

10. 10. If triangle $LMN$ is reflected to create triangle $L'M'N'$, which point is the image of vertex $N$?

    • A. $L'$
    • B. $M'$
    • C. $N'$
    • D. $N$