
Factoring Trinomials
Presentation
•
Mathematics
•
9th - 12th Grade
•
Practice Problem
•
Easy
ALIECIA BOULIGNY
Used 48+ times
FREE Resource
6 Slides • 6 Questions
1
Factoring Trinomials
By MS. BOULIGNY
(HSA-SSE.A.1.a).
2
Bell Ringer discussion
Define the term sum.
What are factors of a number?
Determine if the answer to the equation would be negative or positive?
negative + negative=
negative + positive=
negative * negative=
negative * positive=
5 minutes
3
What are the factors of the following numbers?
10 15 20 24 36
Which factor pair of 10 have a sum of 7?
Which factor pair of 15 have a sum of 8?
Which factor pair of 20 have a sum of 21?
Which factor pair of 36 have a sum of 12?
4
Multiple Choice
REVIEW: What is a trinomial?
an algebraic expression with 3 terms
an algebraic expression with 2 terms
an algebraic expression with 1 terms
an algebraic expression with 0 terms
5
Multiple Choice
What is the standard form of a trinomial?
HUH?
x+y=b
ax2+bx+c
y=mx+b
6
Steps to factor trinomials in standard form
List the factor pairs of c
ax2+Bx+c
Determine which factor pair of c has a sum of b
Use the m and p to write the factored form:
(x+M)(x+p)
FOIL TO CHECK YOUR ANSWER
Examples:
x2+7x+12
x2+4x-12
7
practice with a partner
Complete the first 2 rows of equations on your worksheet by yourself with your partner. Don't forget to FOIL to check your answer.
10 minutes
8
Exit ticket
10 BONUS POINTS TO THE TOP 3
9
Open Ended
Factor the trinomial: x2+7x+6
10
Open Ended
Factor the trinomial: x2-10x-24
11
Open Ended
Factor the trinomial: x2-9x-22
12
Open Ended
Factor the trinomial: x2-2x-15
Factoring Trinomials
By MS. BOULIGNY
(HSA-SSE.A.1.a).
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