The coordinates of the image of the dilation are
- A (11, 9), B (12, 4), C (7, 3), D (6, 8)
- A (-4, 8), B (-10, 0), C (-12, 12)
- A (6, -10), B (6, -5), C (0, -8), D (0, -4)
How to determine the image of the dilation?
Dilation 1
The coordinates are given as:
A (5.5, 4.5), B (6, 2), C (3.5, 1.5), D (3, 4)
The scale factor of dilation is
k = 2
This means that we multiply the coordinates by 2.
So, we have:
A (11, 9), B (12, 4), C (7, 3), D (6, 8)
Dilation 2
The coordinates are given as:
A (-12, 24), B (-30, 0), C (-36, 36)
The scale factor of dilation is
k = 1/3
This means that we multiply the coordinates by 1/3.
So, we have:
A (-4, 8), B (-10, 0), C (-12, 12)
Dilation 3
The coordinates are given as:
A (3, -5), B (3, -2.5), C (0, -4), D (0, -2)
The scale factor of dilation is
k = 2
This means that we multiply the coordinates by 2.
So, we have:
A (6, -10), B (6, -5), C (0, -8), D (0, -4)
Read more about dilation at:
https://brainly.com/question/10253650
#SPJ1
