SOLUTION: Factor completely by first factoring out the greatest common factor and then factoring the trinomial that remains. 2a^2 - 12a - 14

Algebra.Com
Question 374843: Factor completely by first factoring out the greatest common factor and then factoring the trinomial that remains.
2a^2 - 12a - 14

Answer by ewatrrr(24785)   (Show Source): You can put this solution on YOUR website!

Hi,
Factoring completely
2a^2 - 12a - 14
2(a^2 - 6a - 7)
2(a-7)(a+1) Note: SUM of inner product(-7a) ans outer product(1*a) = -6a

RELATED QUESTIONS

Factor completely by first factoring out the greatest common factor and then factoring... (answered by ankor@dixie-net.com)
factor the polynomial completely by factoring out any common factors and then by... (answered by Nate)
x^2+10xy+21y^2 Factor the trinomial completely. If the trinomial contains a greatest... (answered by checkley77)
factor each polynomial completely by factoring out any common factors and then factor by... (answered by Chris435435)
Factor each polynomial completely by factoring out any common factors and then factor by... (answered by elima)
Factor the plynomial completely by factoring out any common factors and then factor by... (answered by stanbon)
Factor the following polynomial completely by factoring out any common factors and then... (answered by stanbon)
Factoring out the opposite of the GCF Factor each polynomial twice. First factor out the (answered by stanbon)
Factor the polynomial completely by factoring out any common factors and then factor by... (answered by scott8148)