Question

a quadratic equation can have two real, one real, or two non - real solutions.
true
false

Explanation:

A quadratic equation is of the form \( ax^{2}+bx + c = 0\) (\(a
eq0\)). The discriminant is \(D=b^{2}-4ac\). If \(D>0\), there are two distinct real solutions; if \(D = 0\), there is one real (repeated) solution; if \(D<0\), there are two non - real (complex conjugate) solutions. So the statement that a quadratic equation can have two real, one real, or two non - real solutions is true.

Answer:

True