Gr 11 Math Ch 2: Nature of Roots

What is the nature of the roots of a quadratic equation when the discriminant is less than zero?

What is the value of the discriminant when a quadratic equation has exactly one real root?

What is the formula for calculating the discriminant of a quadratic equation?

When the discriminant is greater than zero, what can be said about the roots of the quadratic equation?

What is the condition for a quadratic equation to have rational roots?

What is the first step in calculating the discriminant of a quadratic equation?

What is the relationship between the discriminant and the type of roots of a quadratic equation?

When the discriminant is not a perfect square, what can be said about the roots of the quadratic equation?

What is the nature of the roots of a quadratic equation when the discriminant is equal to zero?

What is true about the roots of a quadratic equation when the discriminant is a perfect square?

What is the purpose of calculating the discriminant of a quadratic equation?

When the discriminant is greater than zero, what can be said about the roots of the quadratic equation?

What is the relationship between the discriminant and the number of real roots of a quadratic equation?

What is the condition for a quadratic equation to have imaginary roots?

What is the relationship between the discriminant and the type of roots of a quadratic equation?

What is the significance of the discriminant being greater than or equal to zero?

What is the primary purpose of calculating the discriminant of a quadratic equation?

What is the condition for a quadratic equation to have one real root?

What is the relationship between the discriminant and the number of real roots of a quadratic equation?

What is the condition for a quadratic equation to have two distinct real roots?

What is the relationship between the discriminant and the type of roots of a quadratic equation?

What is the significance of the discriminant being a perfect square?

What is the nature of the roots of a quadratic equation when the discriminant is greater than zero?

What is the purpose of calculating the discriminant of a quadratic equation in the context of problem-solving?

What is the relationship between the discriminant and the number of roots of a quadratic equation?

What can be said about the roots of a quadratic equation when the discriminant is a perfect square?

What is the significance of the discriminant being equal to zero?

What can be said about the roots of a quadratic equation when the discriminant is greater than zero?

What is the purpose of calculating the discriminant of a quadratic equation in the context of solving quadratic equations?

What can be said about the roots of a quadratic equation when the discriminant is less than zero?

What is the relationship between the discriminant and the type of roots of a quadratic equation?

What can be said about the roots of a quadratic equation when the discriminant is greater than or equal to zero?