

Recap: Solving Quadratic Equations-All Methods
Presentation
•
Mathematics
•
9th - 12th Grade
•
Practice Problem
•
Easy
Standards-aligned
Yoslaine Valdes
Used 65+ times
FREE Resource
7 Slides • 13 Questions
1
Recap: Solving Quadratic Equations-All Methods

2
By Factoring (all terms are present)
trinomial is factorable
set equal to 0 before solving
take GCF out (if there is a GCF)
find factors using
a⋅cset each factor equal to 0 and solve
3
Open Ended
Solve the quadratic equations by factoring:
4
Open Ended
Solve the quadratic equations by factoring:
x2=−10x−165
Open Ended
Solve the quadratic equations by factoring:
x2=−10x−16
6
By Factoring (perfect square trinomial)
do not set equation equal to 0
factor the trinomial
take the square root of both sides
solve for x
7
Open Ended
Solve the quadratic equation by factoring:
8
By Factoring (c value is missing)
set equation equal to 0
take out GCF
set both factors equal 0
solve for x
9
Open Ended
Solve the quadratic equation by factoring:
10
By Taking Square Roots (b value is missing)
do not set equal to 0
isolate the square term
divide by the coefficient of x2, if any
take square root of both sides
solve for x
11
Open Ended
Solve by taking square roots:
2x2−6=3012
Solve by Completing the Square
can be used with any quadratic trinomial
set equation equal to the c value
complete the square using (b/2)2
factor the trinomial
take the square root of both sides
solve for x
13
Open Ended
Find the value of c that completes the square:
14
Open Ended
Solve by completing the square:
x2−10x+3=0
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Open Ended
Solve by completing the square:
x2+17x+44=x+4
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Open Ended
Write the equation in vertex form:
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Solve using the Quadratic Formula
set up equation in standard form
substitute a, b and c values into the formula
solve for x
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Open Ended
Solve using the Quadratic Formula:
2x2−4x=−7
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Open Ended
Determine the value of the discriminant, and the number and type of solutions:
4x2−8x=3
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Open Ended
Determine the value of the discriminant, and the number and type of solutions:
x2−8x+16=0
Recap: Solving Quadratic Equations-All Methods

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