Which sequence is the easiest progression for a 4x4 matrix?

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Multiple Choice

Which sequence is the easiest progression for a 4x4 matrix?

Explanation:
Starting with a smaller submatrix and growing it by adding one row or one column at a time is the easiest way to progress toward a 4x4. This approach keeps changes simple at each step and ensures every intermediate shape is a manageable expansion of the previous one. The sequence shown does exactly that: it begins with a 1x3 block, then adds a column to become 1x4. Next, it adds a new row but keeps the width at 3 (2x3), then expands that row to 2x4, then adds another row with width 3 (3x3), and again expands to 3x4. It then adds the final row with width 3 (4x3) and finally extends to 4x4. Each step increases size by just one row or one column and builds toward the full 4x4 in a steady, incremental fashion. The other options either skip intermediate shapes, jump sizes, or don’t expand in a consistently gradual way toward 4x4, making them less straightforward as a progression.

Starting with a smaller submatrix and growing it by adding one row or one column at a time is the easiest way to progress toward a 4x4. This approach keeps changes simple at each step and ensures every intermediate shape is a manageable expansion of the previous one.

The sequence shown does exactly that: it begins with a 1x3 block, then adds a column to become 1x4. Next, it adds a new row but keeps the width at 3 (2x3), then expands that row to 2x4, then adds another row with width 3 (3x3), and again expands to 3x4. It then adds the final row with width 3 (4x3) and finally extends to 4x4. Each step increases size by just one row or one column and builds toward the full 4x4 in a steady, incremental fashion.

The other options either skip intermediate shapes, jump sizes, or don’t expand in a consistently gradual way toward 4x4, making them less straightforward as a progression.

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