Solving Quadratic Equations Solve the quadratic equation 4x2+ 4 = -8x by using the Quadratic Formula. Verify your result by graphing and using the Intersection method. Steps 1. Write the equation in Standard Form 2. Identify the coefficients a, b and c. 3. Substitute the values into the quadratic equation -b+ vb2 - 4ac * = 2a 4. Solve the equation for x1 and 2 -b - vb2 - 4ac anbspanbspanbspanbspanbspx2 = -6+ vb2 - 4ac 2a 2a 5. Write your answers in Exact Form and in Approximate Form (Rounded to three decimal places as needed). Note that in some cases, the Exact Form and the Approximate Form may be the same. 6. Note: If only one solution exists, $2 will equal DNE 4x- +4 - -8x Exact Form Exact Form C1= 3 C 2 Approximate Form Approximate Form 3 2 : -1 Next