Question

aph the image of trapezoid GHIJ after the following glide reflection: Translation 16 units up Reflection across the y-axis

Answer 1

The image of trapezoid GHIJ after a glide reflection will be obtained by translating it 16 units up and then reflecting it across the y-axis.

Step-by-step explanation:

The question asks us to graph the image of a trapezoid after a glide reflection, which consists of a translation and reflection. The trapezoid GHIJ will first be translated 16 units up and then reflected across the y-axis. Here is a step-by-step guide:

1. Start with trapezoid GHIJ on your coordinate plane.
2. Translate the trapezoid upwards by 16 units.
3. Reflect the new position of trapezoid GHIJ across the y-axis by flipping it over the y-axis.

The final position of the trapezoid is the image after the glide reflection. If the original coordinates of GHIJ are known, you can apply these transformations to each vertex to determine the coordinates of the reflected image.