Question

Identify the correct mirror image of the given figure along the \(X\!-\!X'\) axis.

• A. Option 1
• B. Option 2
• C. Option 3
• D. Option 4

Hint:

For vertical mirror images, imagine sliding the entire figure sideways into a mirror—left and right swap, but top and bottom stay the same.

Answer 1

The Correct Option is B

To identify the correct mirror image of the given figure along the \(X\!-\!X'\) axis, let's analyze the features of the original figure and compare them to the options provided:

1. The top part of the figure includes a square with a diagonal line and a small circle inside. In the mirror image, the position of the circle relative to the diagonal should be inverted vertically.
2. The bottom part of the figure has a large triangle and an inverted smaller triangle. Their positions should swap vertically in the mirror image.
3. The right and left sides also contain geometric patterns. These patterns will flip vertically as well.

Now, let's compare with the options:

• Option 1: Vertical positioning of elements does not match the mirror image correctly.
• Option 2: The elements are correctly inverted vertically.
• Option 3: Incorrect inversion of the geometric patterns.
• Option 4: Misplaced elements that don't properly reflect the original figure's mirror image.

Based on the analysis, Option 2 is the correct mirror image of the figure along the \(X\!-\!X'\) axis.