the coordinates of the vertices after the given transformation are:
H' (4, -1)
I' (4, 3)
G' (1, 0)
<h3>How to get the coordinates of the vertices after the transformation?</h3>
First, we can identify the original vertices, which are:
H (4, 1)
I (4, -3)
G (1, 0)
Now we apply a reflection across the x-axis, it will only change the sign of the y-component of each of the above points, then the coordinates of the vertices after the given transformation are:
This may help https://www.ck12.org/geometry/Reflection-Symmetry/lesson/Reflection-Symmetry-GEOM-HNRS/ If not wait for somebody else. I hope it does help, though. Good luck! :)
The energy that is stored due to the interactions between objects or
particles is called energy. 3. A moving soccer ball that has been kicked
into the air has kinetic energy and energy; together they make up the
energy of the ball.
