1. The problem asks us to translate the polygon 5 units to the right. 2. Translation 5 units right means adding 5 to the x-coordinate of each vertex, while the y-coordinate remains the same. 3. Given vertices: - V(-4, 2) - U(-1, 4) - T(4, 2) - S(0, 0) 4. Apply the translation: - $V' = (-4 + 5, 2) = (1, 2)$ - $U' = (-1 + 5, 4) = (4, 4)$ - $T' = (4 + 5, 2) = (9, 2)$ - $S' = (0 + 5, 0) = (5, 0)$ 5. Final coordinates after translation: - $S'(5, 0)$ - $T'(9, 2)$ - $U'(4, 4)$ - $V'(1, 2)$