The effect on the coordinates of the vertical figure that is translated to the left 6 units, down 5 units, and up 5 units is as follows:
- The x-coordinates of all points are shifted 6 units to the left. For example, if a point had an x-coordinate of (x, y), it would now have an x-coordinate of (x - 6, y).
- Additionally, the y-coordinates of all points are shifted 5 units down. So, a point with a previous y-coordinate of (x, y) would have a new y-coordinate of (x, y - 5).
- Finally, there is an upward shift of 5 units implemented. This means that a point with a new y-coordinate of (x, y - 5) would now have a y-coordinate of (x, y - 5 + 5), which simplifies to (x, y).
Overall, the translation results in a horizontal shift to the left by 6 units, a vertical shift downward by 5 units, and a subsequent upward shift by 5 units.
how would you describe the effect on the coordinates of the verticle figure that is translated to the left 6 units down and up 5 units?
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