Solve systems of linear equations with 2 or 3 variables instantly using Cramer's Rule. Get step-by-step solutions showing determinant calculations for each variable.
- Select 2 variables or 3 variables mode
- Enter the coefficients for each equation
- The solution calculates automatically as you type
- View step-by-step determinant calculations
- 2×2 and 3×3 systems — Toggle between 2 and 3 variable systems
- Cramer's Rule — Solves using determinant method
- Special cases — Detects dependent and inconsistent systems
- Fraction results — Displays solutions as fractions when possible
- Step-by-step — Shows all determinant calculations
- What is Cramer's Rule?
- A method that uses determinants to solve systems of linear equations. Each variable equals the ratio of two determinants.
- When does a system have no solution?
- When the main determinant D = 0 and at least one of Dx, Dy (or Dz) is non-zero — the equations are contradictory.
- When does it have infinite solutions?
- When all determinants (D, Dx, Dy, Dz) equal 0 — the equations are dependent.
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