The true statements of the reflection are
1. D(0, 4) → D'(0, –4)
2. E(–2, 0) → E'(–2, 0)
3. The perpendicular distance from G' to the x-axis will equal 2 units.
How to determine the true statements of the reflection
From the question, we have the following parameters that can be used in our computation:
The figure
Where, we have
D = (0, 4)
E = (-2, 0)
The rule of the reflection across the x-axis is
(x, y) → (x, -y)
So, we have the following
D (0, 4) → D'(0, –4)
E(–2, 0) → E'(–2, 0)
Also:
We have
G = (4, 2)
This means that the perpendicular distance from G' to the x-axis will equal 2 units.
Question
Which are true if figure DEFG is reflected across the x-axis? Check all that apply.
1. D(0, 4) → D'(0, –4)
2. E(–2, 0) → E'(–2, 0)
3. The perpendicular distance from G' to the x-axis will equal 2 units.
4.The perpendicular distance from D' to the x-axis will equal 8 units.
5.The orientation will be preserved.