Triangle ABC with vertices A(−2, −4), B(1, −3), and C(3, 3) is translated by (x, y) arrowright (x − 7, y + 7). Then the image, triangle A′B′C′, is translated by (x, y) arrowright (x + 8, y − 6), resulting in A″B″C″.

Find the coordinates for the vertices of triangle A″B″C″.

The coordinates are A″(
,
), B″(
,
), and C″(
,
).

Enter a rule for one translation that maps triangle ABC to triangle A″B″C″.

A single rule that maps triangle ABC to triangle A″B″C″ is (x, y) arrowright (x +
, y +
).