To determine how the parent function
-
Horizontally compressed: This means that the graph of the function would appear to "squeeze in" towards the y-axis. For example, if the transformed function were
, that would be a horizontal compression. -
Vertically translated up: This would mean that the entire graph moves up along the y-axis. For instance, if the function were
, this indicates a vertical translation up by 3 units. -
Horizontally stretched: This would indicate that the graph is being "pulled" away from the y-axis. If the function were
, that indicates a horizontal stretch. -
Vertically translated down: This occurs when the graph moves down along the y-axis. If the function were
, this would be a vertical translation down by 2 units.
To provide an accurate answer, one would need to compare the parent function
If you have the specific transformed function or graph description, please share that for a more accurate assessment!