Enter the coefficients of two linear equations ax + by = c to find x and y.
Cramer's rule: D = a₁b₂ − a₂b₁, x = (c₁b₂ − c₂b₁) ÷ D, y = (a₁c₂ − a₂c₁) ÷ D.
2x + y = 7 and x − y = 2: D = −2 − 1 = −3, x = (−7 − 2) ÷ −3 = 3, y = (4 − 7) ÷ −3 = 1.