NIMCET 2026 — Reasoning PYQ

To solve this sequence, we must track the movement of the distinct symbols within the four cells of the grid.

Analysis of the Pattern:

1. Movement Rule: Each symbol rotates or shifts position within the grid in a predictable, repeating cycle.

2. Symbol Rotation: Let the state of the grid be represented by the transformation function $f(S_n)$, where $S_n$ is the configuration at step $n$.

3. Cyclic Shift: By observing the transition from Figure 1 to Figure 2, and Figure 2 to Figure 3, the symbols move according to the following logic:

   • The primary "circle-cross" symbol moves to a new quadrant in a clockwise or counter-clockwise rotation defined by the sequence.

   • The secondary symbols (the line and the vertical dash) follow their own relative displacement rules.

Conclusion:

By applying the established rotation pattern to the third figure in the series, we determine the next logical configuration. Comparing this result against the provided options, the configuration in Option 1 correctly follows the progression.

Correct Answer: Option 1.