To determine if triangles ABC and EFG are similar after triangle ABC is rotated and translated, we first need to understand that the processes of rotation and translation do not affect angle measures or the ratio of corresponding side lengths. Therefore, triangle ABC will maintain its shape and angles after these transformations. To confirm similarity, we would need to compare the angles of triangle EFG and the side lengths to ensure they maintain the same ratios as triangle ABC. If angle measures and corresponding side length ratios are the same, then triangles ABC and EFG would be similar.
Are the figures similar? ^ABC has vertices A(-4,3), B(-3,1), and C(-1,2). ^ABC is rotated clockwise about the origin and then translated^EFG the image of ^ABC? In 3-5 sentences
1 answer