Sarrus’s Rule offers a fast and visual way to compute the determinant of a 3 × 3 matrix.
To do this, we rewrite the first two columns of the matrix next to it. Then:
1. Multiply along the three main diagonals (from top-left to bottom-right) —
these are the positive terms.
2. Multiply along the three secondary diagonals (from bottom-left to top-right)
— these are the negative terms.
3. Subtract the sum of the negatives from the sum of the positives.
The next diagram
illustrates the process:
🔺 Positive diagonals (blue)
🔻 Negative diagonals (red)
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