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Select the option figure that can replace the question mark (?) in the figure given below to complete the pattern.
Observe that the grid follows a pattern where the elements (Circle, Triangle, Square) cycle positions row-wise or column-wise, specifically identifying that each row contains a unique set or a specific rotation of two symbols.
Observe that the grid follows a pattern where the elements (Circle, Triangle, Square) cycle positions row-wise or column-wise, specifically identifying that each row contains a unique set or a specific rotation of two symbols.
Analyze the Row Pattern
Looking at the first row, we have a Circle followed by a Triangle. Looking at the second row, we have a Triangle followed by a Square. The column on the right also shows a transition: Triangle then Square in the top, and Triangle then Square in the bottom. However, looking at the layout, we need to complete the bottom-left square to match the logical flow.
Determine the Missing Figure
The grid logic dictates that the bottom row should logically pair the remaining shapes or follow the vertical symmetry. By observing the vertical pairing, the top-left (Circle, Triangle) and top-right (Triangle, Square) establish a sequence. The bottom-right is (Triangle, Square). To maintain the horizontal and vertical visual symmetry observed in these matrix puzzles, the missing cell (bottom-left) should contain the (Circle, Triangle) pairing to balance the distribution of shapes.
A: Contains Square and Triangle, which does not match the required circular-based pattern symmetry. B: Contains Triangle and Circle, but the Circle is on the right; the established pattern puts the Circle on the left. C: Contains Triangle and Square, which is a repetition of the bottom-right cell. D: Correctly contains the Circle on the left and Triangle on the right, matching the first row and completing the grid's visual pattern.
D is correct because it completes the pattern by providing the (Circle, Triangle) pair which mirrors the sequence and maintains the consistency of the grid's element distribution.
In non-verbal matrix puzzles, always check if rows or columns satisfy a specific operation (like rotation, addition, or color shading) before assuming a standard symmetry.
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