Section 9.6 The Quadratic Formula
Quadratic Formula There once a negative boy who was all mixed up so he went to this radical party. Because the boy was square, he lost out on 4 awesome chicks so he cried his way home when it was all over at 2 AM.
Quadratic Formula IF THEN
#1 Solve using the quadratic formula.
#2 Solve using the quadratic formula
#3 Solve using the quadratic formula
#4 Solve using the quadratic formula
#5 Solve using the quadratic formula.
#6 Solve using the quadratic formula.
#7 Solve using the quadratic formula
#8 Solve using the quadratic formula
#9 Solve using the quadratic formula
Solve by using the Quadratic Formula. First, write the equation in the form and identify a, b, and c. Example 5-1a
Then, substitute these values into the Quadratic Formula. Replace a with 1, b with –8, and c with –33. Simplify. Example 5-1a
Simplify. Write as two equations. or Simplify. Answer: The solutions are 11 and –3.
Solve by using the Quadratic Formula. Answer: 2, –15 Example 5-1b
Solve by using the Quadratic Formula. Identify a, b, and c. Then, substitute these values into the Quadratic Formula. Quadratic Formula Replace a with 1, b with –34, and c with 289. Simplify.