Use the image to answer the question. The shape is reflected over the y -axis. What are the coordinates of the point D′ ?

Answer 1

To find the coordinates of the point \( D' \) after reflecting the point \( D \) over the y-axis, you need to negate the x-coordinate of the original point.

If the original coordinates of point \( D \) are \( (x, y) \), then the coordinates of the reflected point \( D' \) will be \( (-x, y) \).

Since you mentioned using an image that I cannot see, I cannot provide the specific coordinates for point \( D' \) without the original coordinates of point \( D \). Please provide the coordinates of point \( D \), and I can help you determine the coordinates of point \( D' \).

Answer 2

point D is at (5, 6)

Answer 3

To reflect the point \( D(5, 6) \) over the y-axis, you negate the x-coordinate while keeping the y-coordinate the same.

The reflection over the y-axis will give you:

\[ D' = (-5, 6) \]

So, the coordinates of point \( D' \) are \((-5, 6)\).