SOLUTION: Need help with soving the following prime factorization problem:
Not sure of the steps.
1.)9t^2+36t
2.)14zx-18xz^2
Thanks
Algebra.Com
Question 71871: Need help with soving the following prime factorization problem:
Not sure of the steps.
1.)9t^2+36t
2.)14zx-18xz^2
Thanks
Found 2 solutions by tutorcecilia, Earlsdon:
Answer by tutorcecilia(2152) (Show Source): You can put this solution on YOUR website!
1.) [Find the common number or term that divides each term evenly. Each term can be divided evenly by 9]
.
[Set the common factor outside of the parentheis and divide each term by the common factor]
.
[Divide]
.
[Look for any other common numbers or terms that can divide each term evenly. Each term can be divided evenly by "t"]
.
[Set the common factor outside of the parentheis and divide each term by the common factor]
.
[Are there any more common numbers or factors? No]
.
Check by multiplying the factors. You should get the original expression:
=
.
.
2.) [Find the common number or term that divides each term evenly. Each term can be divided evenly by 2]
.
[Set the common factor outside of the parentheis and divide each term by the common factor]
.
[Divide]
.
[Look for any other common numbers or terms that can divide each term evenly. Each term can be divided evenly by "z"]
.
[Set the common factor outside of the parentheis (z) and divide each term by the common factor].
.
[Divide]
.
[Look for any other common numbers or terms that can divide each term evenly. Each term can be divided evenly by "x"]
.
[Set the common factor outside of the parentheis (x) and divide each term by the common factor].
.
[Divide]
.
Check by multiplying the factors. You should get the original expression:
=
Answer by Earlsdon(6294) (Show Source): You can put this solution on YOUR website!
1) Factor:
What are the factors of each term?
and
Find the common factors and take them outside of the parentheses.
Now simplify this.
2) Factor:
Factor each term.
Take out the common factors from each term.
Simplify.
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