
Factoring to find the x-intercepts
Presentation
•
Mathematics
•
12th Grade
•
Hard
Ismael Galicia
Used 2+ times
FREE Resource
3 Slides • 7 Questions
1
Factoring to find the x-intercepts
2
Multiple Choice
Bell work: find f(x)g(x) multiplication
if f(x)=3x+4 and g(x)=2x2+1
6x3+8x2+3x+4
4x2+3x−2
6x3+3x+8x+4
3
Objective: Today we will learn to factor quadratic equations to find the x-intercepts (Zeros)
4
Rules to factor a quadratic
Make sure the equation equals Zero f(x)=0 because you are looking for the x-intercept
If you have two terms factor out a common value (the higher the better)
Most of the time you will have two values, why is that?
If there are three terms, factor by using the tic-tac-toe method
Always check your terms
5
Multiple Choice
Factor the following equation
f(x)=47x2−48x48
4748
47
no solution
6
Multiple Choice
Factor
225x2−1=0151
−151
15 1and −151
no solution
7
Multiple Choice
Factor
f(p)=2p2−28p+987
2
2 and 7
44
8
Multiple Choice
Find the zeros
x2−25x+24=024
24, 1
7
-24, -1
9
Multiple Choice
Find the zeros
3x2−7x−6=03 and −32
−32
Imaginary number
7 and 8
10
Multiple Choice
factor
f(t)=4t2−43t−1111 and 41
11 and −41
−11 and 41
−41 and −11
Factoring to find the x-intercepts
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