2.4 Completing the Square Objective: To complete a

conchita-marotz
Published  · 15 slides · 0 views
↓ Download
2.4 Completing the Square Objective: To complete a
1 / 1
2.4 Completing the Square Objective: To complete a - slide 1 of 15 2.4 Completing the Square Objective: To complete a - slide 2 of 15 2.4 Completing the Square Objective: To complete a - slide 3 of 15 2.4 Completing the Square Objective: To complete a - slide 4 of 15 2.4 Completing the Square Objective: To complete a - slide 5 of 15 2.4 Completing the Square Objective: To complete a - slide 6 of 15 2.4 Completing the Square Objective: To complete a - slide 7 of 15 2.4 Completing the Square Objective: To complete a - slide 8 of 15 2.4 Completing the Square Objective: To complete a - slide 9 of 15 2.4 Completing the Square Objective: To complete a - slide 10 of 15 2.4 Completing the Square Objective: To complete a - slide 11 of 15 2.4 Completing the Square Objective: To complete a - slide 12 of 15 2.4 Completing the Square Objective: To complete a - slide 13 of 15 2.4 Completing the Square Objective: To complete a - slide 14 of 15 2.4 Completing the Square Objective: To complete a - slide 15 of 15
Description
2.4 Completing the Square Objective: To complete a square for a quadratic equation and solve by completing the square Main step in order to complete the square 1.) You will get an expression that looks like this: AX² BX 2.) Our goal is to

Related Topics

Download this presentation From Below

"2.4 Completing the Square Objective: To complete a" is the property of its rightful owner. Permission is granted to download and print the materials on this website for personal, non-commercial use only, and to display it on your personal computer provided you do not modify the materials and that you retain all copyright notices contained in the materials. By downloading content from our website, you accept the terms of this agreement.

Presentation Transcript

01
2.4 Completing the Square Objective: To complete a square for a quadratic equation and solve by completing the square<br>
02
Main step in order to complete the square 1.) You will get an expression that looks like this:
AX²+ BX
2.) Our goal is to make a square such that we have
(a + b)² = a² +2ab + b²
3.) We take ½ of the X coefficient or b
(Divide the number in front of the X by 2)
4.) Then square that number<br>
03
To Complete the Square x2 + 6x Take ½ the coefficient of ‘x’ or b/2
Square it and add it 3 9 x2 + 6x + 9 = (x + 3)2<br>