Three squiggles were drawn on three transparent square sheets in semi-transparent ink and piled together. Some sheets may be rotated. Additionally, in some options, some squiggles are different than the ones shown. In which option(s), do the squiggles look different?
To solve the problem of identifying in which options the squiggles look different when three transparent square sheets are combined, we must carefully compare the given stacked squiggles with each option. The process involves: 1. Observing and noting the distinct features of the combined squiggles from the original set. 2. Comparing these features individually with each provided option to check for differences. Now, let's evaluate the options:
Steps to identify differences:
Analyze the original combination and note the patterns that result from overlapping of squiggles such as shape contours and intersections.
Examine each option to identify any divergence from the original combination. Pay particular attention to changes in the squiggle patterns, orientations, and any additional or missing parts.
Evaluation of Options:
Option A: Compare observed features from the original, this option contains discrepancies in squiggle shapes and intersections, indicating differences.
Option B: No variations detected when compared to the original configuration; squiggles appear consistent.
Option C: Shows changes in squiggle orientation compared to the original composition, confirming differences.
Option D: Consistent with the original; no deviations in the squiggle arrangement.
Conclusion: Options A and C exhibit differences from the original squiggle arrangement, affirming they do not match the original pattern when the squares are stacked and possibly rotated.
