The graph of $$ y=|x-3|+2 $$ is reflected across the $$ y $$-axis and then translated down two units. What is the equation of the transformed graph? ( $$ y=|-x+3|-2 $$ $$ \begin{array}{l}y=|x+3| \ y=|-x+3| \ y=-|x+3|+4\end{array} $$

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Schultz Cole · Accepted Answer

La ecuación de la gráfica transformada es $$ y = |x + 3| $$.

The graph of \( y=|x-3|+2 \) is reflected across the \( y \)-axis and then translated down two units. What is the equation of the transformed graph? ( \( y=|-x+3|-2 \) \( \begin{array}{l}y=|x+3| \\ y=|-x+3| \\ y=-|x+3|+4\end{array} \)

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The graph of \( y=|x-3|+2 \) is reflected across the \( y \)-axis and then translated down two units. What is the equation of the transformed graph? ( \( y=|-x+3|-2 \) \( \begin{array}{l}y=|x+3| \\ y=|-x+3| \\ y=-|x+3|+4\end{array} \)

Solución ThothAI de Upstudy

Respuesta rápida

Solución paso a paso

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