Question

Enter the translated coordinate pairs using coordinate notation. Then enter the description and select the graph of the given transformation. (x, y) arrowright (x + 6, y) P (−4, 2) arrowright P′ Q (−2, 3) arrowright Q′ R (−3, −4) arrowright R′ The transformation is a translation of units.

Answer 1

Given the transformation $(x, y) \rightarrow (x + 6, y)$

$P (-4,\ 2) \rightarrow P'(-4+6,\ 2)$
Thus, the translated coordinate pairs of the point P(-4, 2) is P'(2, 2)

$Q (-2,\ 3) \rightarrow Q'(-2+6,\ 3)$
Thus, the translated coordinate pairs of the point P(-2, 3) is P'(4, 3)

$R (-3,\ -4) \rightarrow R'(-3+6,\ -4)$
Thus, the translated coordinate pairs of the point P(-3, -4) is P'(3, -4)

The transformation is a translation of 6 units to the right.