Triangle PQR is reflected over a vertical line of reflection to create triangle PQR.What are the coordinates of point R
Without the specific coordinates of triangle PQR, it is not possible to determine the exact coordinates of point R after reflection. The coordinates of point R would depend on the original coordinates of point R in triangle PQR.
To determine the coordinates of point R after the reflection over a vertical line, we need to understand how a reflection works. Reflection over a vertical line means that the x-coordinate of a point remains the same while the y-coordinate is reversed (negative sign change).
If the coordinates of point R in the original triangle PQR are (x, y), after the reflection, the x-coordinate will remain the same, but the y-coordinate will become -y.
Therefore, the coordinates of point R after the reflection over a vertical line would be (x, -y).
To find the coordinates of the reflected point R, you'll need to understand the concept of reflection over a vertical line. In a reflection over a vertical line, the x-coordinate of a point remains the same, but the sign of the y-coordinate changes.
Let's say the original coordinates of point R are (x, y). Since the reflection is over a vertical line, the x-coordinate of R will remain the same. However, the y-coordinate will be negated.
Therefore, the coordinates of the reflected point R, let's call it R', will be (x, -y).