Question

1. explain how to perform the translation below.

Explanation:

Step1: Analyze x - coordinate change

To find the horizontal translation, compare the x - coordinates of the original and new points. For example, if an original point has x - coordinate $x_1$ and the new point has x - coordinate $x_2$, the horizontal translation is $x_2 - x_1$.

Step2: Analyze y - coordinate change

To find the vertical translation, compare the y - coordinates of the original and new points. If an original point has y - coordinate $y_1$ and the new point has y - coordinate $y_2$, the vertical translation is $y_2 - y_1$.

Step3: Describe the translation

The translation is given by the pair (horizontal change, vertical change). For all points in the figure, the same horizontal and vertical changes are applied.

Answer:

Determine the change in x - coordinates and y - coordinates of corresponding points. The translation is described as (change in x, change in y) where the change in x is the difference in x - coordinates of corresponding points and the change in y is the difference in y - coordinates of corresponding points.