A translation is applied to triangle $$PQR$$ to create triangle $$P^{/} Q^{/} R^{\prime}$$ ![](http://admin.getprephub.com/media/editor/gp28_20230225212052159806.png)

Let the statement $$(x, y) \rightarrow(a, b)$$ describe the translation. Create equations for $$a$$ in terms of $$x$$ and for $$b$$ in terms of $$y$$ that could be used to describe the translation. Under the transformation, $$P(2,-3)$$ has been translated to $$P^{/}(-2,0)$$ The equations for $$a$$ in terms of $$x$$ and for $$b$$ in terms of $$y$$ will be $$a=x-4, b=y+3$$

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A translation is applied to triangle $PQR$ to create triangle $P^{/} Q^{/} R^{\prime}$

Select all that apply :

$a=x-4, b=y+3$

$a=x+4, b=y+3$

$a=y-4, b=x+3$

$a=y-4, b=x-3$

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