3×3 System of Equations Solver

3×3 System of Equations Solver

Solve a system of linear equations of the form:

$$ a_{11}x + a_{12}y + a_{13}z = b_1, $$ $$ a_{21}x + a_{22}y + a_{23}z = b_2, $$ $$ a_{31}x + a_{32}y + a_{33}z = b_3. $$

Step 1: Enter Coefficients

Equation 1: \( a_{11}x + a_{12}y + a_{13}z = b_1 \)

Equation 2: \( a_{21}x + a_{22}y + a_{23}z = b_2 \)

Equation 3: \( a_{31}x + a_{32}y + a_{33}z = b_3 \)

The system is solved using Cramer’s Rule.