Solving a quadratic by applying the quadratic formula

What is the primary goal when using the quadratic formula?

• To find the maximum value of the equation

• To determine the coefficients of the equation

• To find the values of X that make the equation true

• To simplify the equation

Why is it important to express a quadratic equation in standard form?

• To identify the coefficients A, B, and C

• To make it easier to graph

• To find the vertex of the parabola

• To simplify the equation

What does the discriminant in the quadratic formula help determine?

• The axis of symmetry

• The type of solutions

• The maximum value of the function

• The vertex of the parabola

If the discriminant is a positive number but not a perfect square, what type of roots does the quadratic equation have?

• One real root

• Two real rational roots

• Two real irrational roots

• Two complex roots

What is the final expression for the solutions of the quadratic equation in the video?

• X = 3 ± sqrt(33) / 2

• X = -3 ± sqrt(33) / 4

• X = 3 ± sqrt(33) / 4

• X = -3 ± sqrt(33) / 2