Analytic geometry

3×3 matrix determinant

3×3 matrix determinant is a property of a geometric object represented by coordinates or an equation.

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det A = a(ei−fh)−b(di−fg)+c(dh−eg)

What it means

3×3 matrix determinant is a property of a geometric object represented by coordinates or an equation.

How it works and where it is used

Use this calculation for solving equation systems, transforming coordinates, and processing linear models.