Выберите квадратное уравнение, если \(x_1=-\sqrt{7}\) и \(x_2=\sqrt{2}\) . \(x^2-(\sqrt{2}-\sqrt{7})x-\sqrt{14}=0\) \(x^2-(\sqrt{7}-\sqrt{2})x-\sqrt{14}=0\) \(x^2+(\sqrt{2}-\sqrt{7})x+\sqrt{14}=0\) \(x^2+(\sqrt{2}-\sqrt{7})x-\sqrt{14}=0\)

Задание

Выберите квадратное уравнение, если \(x_1=-\sqrt{7}\) и \(x_2=\sqrt{2}\) .

\(x^2-(\sqrt{2}-\sqrt{7})x-\sqrt{14}=0\)
\(x^2-(\sqrt{7}-\sqrt{2})x-\sqrt{14}=0\)
\(x^2+(\sqrt{2}-\sqrt{7})x+\sqrt{14}=0\)
\(x^2+(\sqrt{2}-\sqrt{7})x-\sqrt{14}=0\)