Notes on Sarrus' rule - Carlo Maria Scandolo
carlomaria-scandolo.weebly.com › sarrus_ruleTheorem 1 (Sarrus' rule) . The determinant of a square matrix A of order 3 is given by the sum of the prductso of the elements in the main diagonals minus the sum of the prductso of the elements in the anti-diagonals. In formula detA = (a 11a 22a 33 +a 12a 23a 31 +a 13a 21a 32) | {z } sum of ductspro along main diagonals (|a 13a 22a 31 +a 11a {z23a 32 +a 12a 21a 33})
determinants using Sarrus Rule Example [[1,2,3],[4,5,6],[7,8,9]]
https://atozmath.com › MatrixEvdeterminants using Sarrus Rule Example [[1,2,3],[4,5,6],[7,8,9]] online.
Rule of Sarrus - Wikipedia
en.wikipedia.org › wiki › Rule_of_SarrusRule of Sarrus: The determinant of the three columns on the left is the sum of the products along the down-right diagonals minus the sum of the products along the up-right diagonals. In linear algebra, the Rule of Sarrus is a mnemonic device for computing the determinant of a 3 × 3 {\displaystyle 3\times 3} matrix named after the French mathematician Pierre Frédéric Sarrus .