Question

RSV has coordinates R(2,1), S(3,2), and V(2,6). A translation maps point R TO R' at (-4,8). What are the coordinates of s' for this translation?

Answer 1

S' = (-3, 9) since the translation is (-6, 7).

Answer 2

we know that

The translation R to R' is

$R(2,1)-------> R'(-4,8)$

so

the rule of the translation is

$(x,y)-------> (x-6,y+7)$

that means

The translation is $6$ units to the left and $7$ units up

Find the coordinates of S'

Applying the rule of the translation

$S(3,2)------->S'(3-6,2+7)$

$S(3,2)------->S'(-3,9)$

therefore

the answer is

The coordinates of point $S'(-3,9)$