given-the-function-ygxygleftxright-which-transformation-describes-the-graph-of-y

Question

Given the function $y = g (x)$ , which transformation describes the graph of $y = g (3 x + 2_{})$ ?

Accepted Answer

The graph of $y = g (x)$ is compressed horizontally by a factor of $3$ and shifted $\frac{2}{3}$ $units$ to the right.

Answer

The graph of $y = g (x)$ is stretched horizontally by a factor of $3$ and shifted $\frac{2}{3}$ $units$ to the left.

Answer

The graph of $y = g (x)$ is stretched horizontally by a factor of $3$ and shifted $\frac{2}{3}$ $ext{units}$ to the right.

Answer

The graph of $y = g (x)$ is compressed horizontally by a factor of $3$ and shifted $\frac{2}{3}$ $units$ to the left.

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