

Factoring Trinomials When a = 1
Presentation
•
Mathematics
•
8th - 12th Grade
•
Easy
Standards-aligned
Jamieka Wilkinson
Used 16+ times
FREE Resource
13 Slides • 6 Questions
1
Please be sure to have paper out for notes and title them 'Factoring Trinomials When a = 1'.

2
Objective 1: Factoring trinomials in the form on Ax2 + Bx + C
Objective 2: Finding the zeros of a function.
3
Open Ended
Warm-Up: Simplify the following polynomials.
You have 3 minutes to complete the following problems.
a. (x+1)(x+5)
b. (m−4)(m + 6)
c. (k−7)(k−3)
4
When factoring polynomials, we are "undoing" the multiplication of two binomials.
Remember: Factoring is the process of finding the factors that would multiply together to make a certain polynomial.
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Now that you have discovered that when you multiply two binomials such as (x + 2)(x + 3), you can just take the product of the two numbers to get the last number (c) and take the sum of the numbers to get the middle number (b).
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In this activity, you will need to find two integers that multiply and add to get certain values.
For example, the integers 3 and 7 multiply to get 21 and add to get 10.
You and your partner have 15 minutes to complete as many rows as possible.
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Multiple Choice
Factor:
n2 + 16n + 63
(n − 7)(n + 4)
(n + 7)(n − 9)
(n − 3)(n − 10)
(n + 7)(n + 9)
13
Multiple Choice
Factor:
a2 − a − 12
(a − 4)(a + 3)
(a + 6)(a − 4)
(a − 6)(a + 4)
(a + 4)(a − 3)
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Multiple Choice
Factor:
x2 + 9x − 36
(x + 12)(x − 3)
(x + 9)(x − 4)
(x − 12)(x + 3)
(x − 9)(x − 4)
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Multiple Choice
Factor:
x2 − 15x + 50
(x − 10)(x − 15)
(x − 10)(x − 5)
(x − 25)2
(x − 5)(x − 5)
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Poll
Rate your understanding.
0 - I am so lost.
1 - I don't really get it.
2 - I'm starting to get it.
3 - I got this.
4 - I could teach it.
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Objective: Factoring Trinomials x2 + bx + c
In this assignment, you will factor each trinomial by finding two integers that add to get b and multiply to a * c
Go to joinmyquiz.com and enter this code 22949090
Please be sure to have paper out for notes and title them 'Factoring Trinomials When a = 1'.

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