Which of the following transformations maps LJKL onto I’J’K’L’?
translation right 10 units and up 11 units
translation right 6 units and up 12 units
reflection across the x-axis
reflection across the y-axis
rotation 90° clockwise around the origin
rotation 90° counterclockwise around the origin
rotation 180° around the origin
To determine which transformation maps LJKL onto I’J’K’L’, we need to analyze the characteristics of the transformations provided.
1. Translation (right and up) – Translations move the shape without altering its orientation.
2. Reflection – Reflections will change how the shape is oriented (flipped across a line).
3. Rotation – Rotations change the orientation and position of a shape based on an angle around a point.
To identify the correct transformation, check the positions of the points before and after the transformation.
– If I’J’K’L’ appears shifted but retaining the same orientation, then a translation may be correct.
– If it appears flipped, then one of the reflection options is correct.
– If it appears rotated, identify the correct angle and direction.
You should plot the points or visualize them to figure out the correct transformation.
From the options provided, if you identify that all points appear shifted and maintain their orientation, the correct answer may be a translation. Otherwise, check the orientation for reflections or rotations.
If you want a more detailed explanation or have specific points’ coordinates to analyze, feel free to ask!