Question

Please answer the question and provide me with the coordinates and the reflection across the axis.

Answer 1

Given the coordinates of the trapezoid FGHI

`F(-5,-2),G(-2,-2),H(0,-6),I(-8,-6)`

We will reflect the trapezoid over the y-axis

The rule of reflection is:

`(x,y)\rightarrow(-x,y)`

So, the coordinates of the image F'G'H'I' will be as follows:

`\begin{gathered} F^(\prime)\colon(5,-2) \\ G^(\prime)\colon(2,-2) \\ H^(\prime)\colon(0,-6) \\ I^(\prime)\colon(8,-6) \end{gathered}`

The figure will be as shown in the following picture: