Some of the shapes in the image K are either flipped or rotated in the image J. What is the number of flipped shapes in image J?
Show Hint
To distinguish between rotation and reflection (flipping), pick an asymmetric feature on the shape and trace its path. If you can slide and turn the original shape to match the new one, it's rotated. If you have to "look at it through a mirror" to make it match, it's flipped.
Step 1: Understanding the Question:
We must compare the 5 shapes in box K with the 5 shapes in box J. We need to identify which shapes in J are mirror images (flipped) of their originals in K, as opposed to just being rotated. Step 2: Detailed Explanation:
Let's analyze each shape from K and find its counterpart in J.
Shape 1 (Top-left in K): A curly S-like figure with a small line on top. Its counterpart is in the top-right of J. By mentally rotating the shape from K, we can see it matches the one in J. It is rotated, not flipped.
Shape 2 (Top-right in K): A shape resembling the number 5. Its counterpart is in the middle-left of J. This shape has also been rotated, not flipped.
Shape 3 (Middle-left in K): A counter-clockwise spiral with a line extending from it. Its counterpart is at the bottom of J. This is another case of rotation.
Shape 4 (Middle-right in K): A shape like a stylized 'E' with a vertical bar on the left and three arms pointing right. Its counterpart is in the top-left of J. In J, the vertical bar is on the right and the arms point left. This is a clear mirror image. It has been flipped horizontally.
Shape 5 (Bottom in K): A figure resembling the letters 'kwoy'. Its counterpart is in the middle-right of J. Let's focus on the 'k' part. In K, the vertical stem is on the left. In J, the vertical stem is on the right. This is also a mirror image. It has been flipped horizontally.
Step 3: Final Answer:
By comparing each pair of shapes, we found that two of the shapes in J are flipped versions of the shapes in K.
The number of flipped shapes is 2.
