Vertical compressions occur when a function is multiplied by a rational scale factor. The base of the function’s graph remains the same when a graph is compressed vertically.

This video explains to graph graph horizontal and vertical stretches and compressions in the form af (b (x-c))+d. It looks at how a and b affect the graph of f (x).

Nov 4, 2024 · Vertical compression occurs when the graph of the function is compressed towards the x-axis. This happens when the function is multiplied by the constant a where 0<a<1.

Let g (x) be a function which represents f (x) after the vertical compression by a factor of 2. Since we do vertical compression by the factor 2, we have to replace x2 by (1/2)x2 in f (x) to get g (x).

May 16, 2025 · Vertical Stretch: Increases the distance of each point from the x x x -axis. Vertical Compression: Decreases the distance of each point from the x x x -axis. These effects are crucial …

Vertical compression is a transformation that scales the graph of a function vertically, either stretching or shrinking the graph along the y-axis. This transformation affects the amplitude or range of the …

Explore interactively the vertical shifting of the graph of a function. Vertical Shifting/translation of Graphs.

What is Vertical Compression? Vertical compression, also known as vertical shrinking, is a transformation that reduces the vertical distance between points on a graph. Imagine taking a graph …

A vertical compression, on the other hand, takes the graph of a function and compresses it vertically, towards the x-axis. This is typically caused by a factor of less than 1 multiplying the function.

Sep 4, 2025 · Simply put, vertical compression is a transformation that squeezes a function’s graph towards the x-axis, making it appear flatter or shorter, without changing its horizontal position.