Graph the image of ΔEFG after a reflection over the line y = x.
A) G’F’E’
B) E’F’G’
C) F’E’G’
D) EGF
Graph the image of ΔEFG after a reflection over the line y = x.
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Graph the image of ΔEFG after a reflection over the line y = x.
A) G’F’E’
B) E’F’G’
C) F’E’G’
D) EGF
To find the image of triangle ΔEFG after a reflection over the line y = x, you need to switch the x and y coordinates of each vertex of the triangle.
For example, if the vertices are:
– E(x1, y1)
– F(x2, y2)
– G(x3, y3)
After reflecting over the line y = x, the new coordinates will be:
– E'(y1, x1)
– F'(y2, x2)
– G'(y3, x3)
Once you have the new coordinates, you can plot the reflected triangle and compare it with the options given. However, without specific coordinates for points E, F, and G, I can’t provide which option is correct.
It’s essential to visualize the points after the reflection to select the right option among A, B, C, or D.
I encourage you to go through the coordinates systematically and check which option matches your reflected triangle. For further detailed assistance, feel free to visit the extended services page!