Diagnosing Factoring Techniques

Identify the factoring technique: $n^3+7n^2+10n$  

• GCF out an n and then factor the trinomial

• GCF out an  $n^2$  and then factor the trinomial

• GCF out an n and then use difference of two squares

• Use Grouping

• Use Sum/Difference of Two Cubes

Identify the factoring technique: $10n^3-59n^2-6n$  

• GCF out an n and then factor the trinomial

• GCF out an  $10n$  and then factor the trinomial

• GCF out an n and then use difference of two squares

• Use Grouping

• Use Sum/Difference of Two Cubes

Identify the factoring technique: $96n^3+120n^2-84n-105$  

• GCF out 3 and then factor the trinomial

• GCF out 3 and then factor then factor by grouping

• GCF out an n and then factor by grouping

• Factor by grouping

• Use Sum/Difference of Two Cubes

Identify the factoring technique: $-6n^2+42n$  

• GCF out -6

• Use Sum/Difference of Two Cubes

• GCF out -6n and then use difference of two squares

• Use difference of two squares

• GCF out -6n

Tags

CCSS.HSA.APR.A.1

Identify the factoring technique: $32n^3+56n^2+12n+21$  

• Use long division

• Use grouping

• GCF out 3 then use grouping

• Use difference of two squares

• Use Sum/Difference of Two Cubes

Identify the factoring technique: $16n^2-9$  

• Use long division

• Use grouping

• GCF out 16

• Use difference of two squares

• Use Sum/Difference of Two Cubes

Identify the factoring technique: $4n^2+1$  

• GCF out 4

• Use grouping

• Unfactorable

• Use difference/sum of two squares

• Use Sum/Difference of Two Cubes

Tags

CCSS.HSA.SSE.A.2

Identify the factoring technique: $1+8x^3$  

• GCF out 8

• Use grouping

• Unfactorable

• Use difference/sum of two squares

• Use Sum/Difference of Two Cubes

Identify the factoring technique: $8x^2-14x+3$  

• Use grouping

• GCF out 24

• Unfactorable

• Factor the trinomial

• Use Sum/Difference of Two Cubes

Identify the factoring technique: $3u^4-39u^2+120$  

• GCF out a  $3u^2$  then factor the trinomial

• GCF out a 3 then factor the trinomial like a quadratic

• Unfactorable

• Factor the trinomial

• Use Grouping

Tags

CCSS.HSA.APR.A.1

CCSS.HSA.SSE.A.2