The problem involves understanding how a paint splatter is transformed when a squeegee is pulled over it. This can be approached using logical reasoning to predict the altered pattern.
When a paint squeegee is dragged over a surface covered in paint, it typically smears the paint, creating elongated streaks. The effect often results in a distinct pattern characterized by:
To determine the correct option, we analyze each visual choice, identifying which resembles the characteristics mentioned: streaking and the direction of movement.
Upon examining the provided options, the option with correctly demonstrates these characteristics.
The image indicates a clear linear pattern, with paint stretched and thinned across the horizontal direction typical for a squeegee pull. This matches our logical reasoning about how the splatter would be transformed.