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Choosing a Method to Solve Quadratics

Choosing a Method to Solve Quadratics

Assessment

Presentation

•

Mathematics

•

9th - 11th Grade

•

Practice Problem

•

Medium

•
CCSS
HSA-REI.B.4B

Standards-aligned

Created by

Stefani Colclasure

Used 14+ times

FREE Resource

4 Slides • 7 Questions

1

Choosing a Method to Solve Quadratics

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2

Solving by Square Roots

  • When there is NO "b" in the equation

3

Solving by Completing the Square

  • When there is no number with x2

  • When "b" is an even number

4

Solving by Quadratic Formula

  • Any equation that can't be solved using other methods

  • Any equation

5

Multiple Choice

What is the best method to solve:

 2x2−7x+1=02x^2-7x+1=0  

1

Square Roots

2

Completing the Square

3

Quadratic Formula

6

Multiple Choice

What is the best method to solve:

 4x2−8=784x^2-8=78  

1

Square Roots

2

Completing the Square

3

Quadratic Formula

7

Multiple Choice

What is the best method to solve:

 x2−16x+8=−32x^2-16x+8=-32  

1

Square Roots

2

Completing the Square

3

Quadratic Formula

8

Multiple Choice

What is the best method to solve:

 2x2−16x+8=−322x^2-16x+8=-32  

1

Square Roots

2

Completing the Square

3

Quadratic Formula

9

Multiple Choice

What is the best method to solve:

 x2−9x+8=−32x^2-9x+8=-32  

1

Square Roots

2

Completing the Square

3

Quadratic Formula

10

Multiple Choice

What is the best method to solve:

 x2+8=−32x^2+8=-32  

1

Square Roots

2

Completing the Square

3

Quadratic Formula

11

Multiple Choice

What is the best method to solve:

 (x+2)2−9=8\left(x+2\right)^2-9=8  

1

Square Roots

2

Completing the Square

3

Quadratic Formula

pattern-tertiary

Choosing a Method to Solve Quadratics

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