Describe the transformation shown on the coordinate plane.
horizontal shift of positive two units and vertical shift of negative three units
horizontal shift of positive two units
vertical shift of negative one unit and horizontal shift of two units to the right
vertical shift of negative three units
The transformation described consists of both horizontal and vertical shifts on the coordinate plane.
1. Horizontal shift of positive two units: This means moving every point of the shape or function two units to the right along the x-axis.
2. Vertical shift of negative three units: This indicates moving every point down three units along the y-axis.
3. Horizontal shift of positive two units (repeated): Again, moving every point two units to the right.
4. Vertical shift of negative one unit and horizontal shift of two units to the right: This means moving down one unit and again moving to the right by two units.
5. Vertical shift of negative three units (repeated): This confirms moving every point down three units again.
In summary, the transformations involve moving positions of shapes or graphs to the right and downward in specified amounts on the coordinate plane. This understanding helps in visualizing how functions or shapes change after transformations. If you have any more questions or need further explanations, feel free to ask!