Answer:
Roots of the quadratic Equation are not real. Roots are Complex Conjugates.
Step-by-step explanation:
Given: Discriminant of the a Quadratic Equation = -8
ax² + bx + c = 0 is standard form of quadratic equation, then the discriminant is given as follows:
D = b² - 4ac
we know that if,
1). D > 0 then Roots of the Quadratic equations are Real and Distinct.
2). D = 0 then Roots of the Quadratic equations are Real and Equal.
3). D < 0 then Roots of the Quadratic equations are not Real . They are complex conjugate.
So, for the given Discriminant we have Roots of the quadratic Equation are not real. Roots are Complex Conjugates.
