Triangle $$T R W$$ is shown on the coordinate grid. ![](http://admin.getprephub.com/media/editor/Screenshot%202023-06-14%20at%2011.23.52%20AM_20230614092402882098.png) Triangle $$T R W$$ will be dilated by a scale factor of $$n$$ with the origin as the center of dilation to create triangle $$T^{\prime} R^{\prime} W^{\prime}$$. Which ordered pair best represents the location of point $$R^{\prime}$$ ?

Scale factor = $$\frac{\text{ New length}}{\text{ Original length}}$$ Therefore, new co-ordiante = scale factor $$\times 0.5$$ The correct option is $$G(-3n,-5n)$$

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Triangle $T R W$ is shown on the coordinate grid.

Triangle $T R W$ will be dilated by a scale factor of $n$ with the origin as the center of dilation to create triangle $T^{\prime} R^{\prime} W^{\prime}$ . Which ordered pair best represents the location of point $R^{\prime}$ ?

G $(-3 n,-5 n)$

F $(-\frac{3}{n},-\frac{5}{n})$

H $(-3+n,-5+n)$

J $(-3-n,-5-n)$

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