TRANSFORMATIONS Welcome to your TRANSFORMATIONS The triangle ABC is reflected and hence an image A’B’C’ is formed.What is the line of reflection? x = 1 y = 1 x = yThe triangle ABC is rotated 90° clockwise to form triangle A’B’C’. (1, 0) (0, 0) (0, 1)The triangle ABC is translated and hence an image A’B’C’ is formed.What is the translation vector? A B CThe triangle ABC is enlarged and hence an image A’B’C’ is formed.Which of the following describes this translation? Centre of enlargement (-4, 1) and scale factor 2. Centre of enlargement (-4, 1) and scale factor 3. Centre of enlargement (1, -4) and scale factor 2. The parallelogram ABCD is reflected to form its image A’B’C’D’.What is the line of reflection? y = 2 x = 2 y = 1The parallelogram ABCD is rotated 90° clockwise to form its image A’B’C’D’.What is the centre of rotation? (0,0) (1,0) (1,1)The parallelogram ABCD is translated to form its image A’B’C’D’.What is the translation vector? A B CThe parallelogram ABCD is enlarged to form its image A’B’C’D’.Which of the following describes this translation? Centre of enlargement (2, -4) and scale factor 2. Centre of enlargement (-2, 4) and scale factor 2. Centre of enlargement (-2, -4) and scale factor 2.The trapezium shown in figure below is reflected.What is the line of reflection? x = 1 x = -2 x = -1The trapezium shown in figure below is rotated 90° anti-clockwise.What is the centre of rotation? (-1, -1) (0,1) (-1,0)The trapezium shown in figure below is translated.What is the translation vector? A B CThe trapezium shown in figure below is enlarged.Which of the following describe this enlargement? Centre of enlargement (0, - 5) and scale factor 2. Centre of enlargement (0, - 6) and scale factor 2. Centre of enlargement (0, 0) and scale factor 3.The semi-circle shown in the diagram below is reflected.What is the line of reflection? y = 1 x = 1 x = 2The semi-circle shown in the diagram below is rotated.Which of the following describes the rotation? Centre of rotation (-1, 2) and 90° anti-clockwise Centre of rotation (-1, 2) and 90° clockwise Centre of rotation (-1, 1) and 90° anti-clockwiseThe semi-circle shown in the diagram below is translated.What is the translation vector? A B C