Система уравнений 2x^2-3xy+y^2=0 y^2-x^2=12
{x² - xy + (x-y)² = 0 {(y-x)(x+y) = 12 {-x(y-x) + (y-x)² = 0 {(y-x)(x+y) = 12 {(y-x-x)(y-x) = 0 {(y-x)(y+x) = 12 y≠x y = 2x (2x-x)(2x+x) = 12 3x² = 12 x² = 4 x1 = -2 x2 = 2 y1 = -4 y2 = 4 Ответ: (-2; -4); (2; 4)