Question

Determine the coordinates of the image of figure 1 when you translate it 1 unit horizontally and -8 units vertically.

Answer 1

Using translation concepts, the following transformation is applied to all coordinates of the figure:

$(x,y) \rightarrow (x + 1, y - 8)$

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• Translated 1 unit horizontally means that 1 is added to the x-coordinate of all coordinates in the figure.
• Translated -8 units vertically means that 8 is subtracted from the y-coordinate of all coordinates in the figure.

Thus, the following transformation is applied to all coordinates of the image:

$(x,y) \rightarrow (x + 1, y - 8)$

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