The function is $\"\"$ .

The function $\"\"$ has three pieces.

First segment in the interval $\"\"$ .

Second segment in the interval $\"\"$ .

The ray in the interval $\"\"$ .

The graph of $\"\"$ is the graph of $\"\"$ is dilated by a factor of $\"\"$ and then translated $\"\"$ units down.

Find the points of the segments are on $\"\"$ :

First multiply each $\"\"$ -coordinate by $\"\"$ .

Next subtract $\"\"$ from each $\"\"$ -coordinate.

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Graph the function $\"\"$ with the points.

$\"\"$

Graph of the function $\"\"$ :

$\"\"$ .