For what values of the real number \(a\) does the quadratic equation \[x^2 + ax + a = 1\] have distinct real roots?
\(a \neq 2\);
\(a > 2\);
\(a=2\);
all values of \(a\).
Quadratics
Question
For what values of the real number \(a\) does the quadratic equation \[x^2 + ax + a = 1\] have distinct real roots?
\(a \neq 2\);
\(a > 2\);
\(a=2\);
all values of \(a\).