Question
a. The transformation is a 45^circ rotation. ABCarrow A'B'C' b The transformation is a translation. ABCarrow A'B'C The transformation is a 90^circ rotation. ABCarrow A'B'C' d. The transformation is a reflection. ABCarrow A'B'C
Solution
4
(313 Votos)
Rodrigo
Profissional · Tutor por 6 anos
Resposta
a. A′B′C′ b. A′B′C′ c. A′B′C d. A′B′C′
Explicação
1. The transformation described is a 45° rotation. This means that the figure ABC has been rotated by 45° to get the new figure A′B′C′.2. The transformation described is a translation. This means that the figure ABC has been moved (or slid) without rotation to a new position to get the new figure A′B′C′.3. The transformation described is a 90° rotation. This means that the figure ABC has been rotated by 90° to get the new figure A′B′C.4. The transformation described is a reflection. This means that the figure ABC has been flipped over a line (like a mirror image) to get the new figure A′B′C′.