A translation has this rule:(x-5,y). Fill in the answers

This translation is (how many)
Units (in what direction)

Answer:

To determine the answer, we need to understand the given translation rule and apply it correctly.

The translation rule is (x-5, y). It tells us how to move each point in the original shape to obtain the corresponding point in the translated shape.

The first part, x-5, represents the horizontal movement of each point. It means subtracting 5 from the x-coordinate of each point in the original shape to get the x-coordinate in the translated shape.

The second part, y, represents the vertical movement of each point. It means the y-coordinate of each point in the translated shape remains the same as the y-coordinate of the corresponding point in the original shape.

Based on this translation rule, we can conclude the following:

1) The translation moves each point in the original shape.

2) The points will be moved horizontally by subtracting 5 from their x-coordinates.

So, the translation is moving each point 5 units to the left.

Therefore, the answer to "how many units" is 5, and the answer to "in what direction" is to the left.