Mathematics
Grade-8
Easy
Question
Write the sequence of transformations for the image given.
![](data:image/png;base64,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)
- Reflect over the x-axis, translate (x + 8, y)
- Reflect over the x-axis then translate (x + 6, y)
- Reflect over the y-axis then (x + 1, y + 1)
- Translate down 4(y - 4) and to the right 5(x + 5)
Hint: