Question

Can I have some help with factoring GCF's for polynomials? Question will be below.

Answer 1

hey u can use a site called mathway.com to get all ur math done

Answer 2

\[(4xy^3 + 8x^2y^4 + 12xy^2)\]

Answer 3

$\left(4xy\cdot\:3+8x\cdot\:2y\cdot\:4+12xy\cdot\:2\right)$(4xy· 3+8x· 2y· 4+12xy· 2)


$\mathrm{Multiply\:the\:numbers:}\:4\cdot\:3=12$Multiply the numbers: 4· 3=12

$=12xy+2\cdot\:4\cdot\:8xy+2\cdot\:12xy$=12xy+2· 4· 8xy+2· 12xy



$\mathrm{Multiply\:the\:numbers:}\:8\cdot\:2\cdot\:4=64$Multiply the numbers: 8· 2· 4=64

$=12xy+64xy+2\cdot\:12xy$=12xy+64xy+2· 12xy



$\mathrm{Multiply\:the\:numbers:}\:12\cdot\:2=24$Multiply the numbers: 12· 2=24

$=12xy+64xy+24xy$=12xy+64xy+24xy



$\mathrm{Add\:similar\:elements:}\:12xy+64xy+24xy=100xy$Add similar elements: 12xy+64xy+24xy=100xy

$=100xy$=100xy

Answer 4

Whats the biggest number they all have in common

Answer 5

I know the gcf, give me a sec to right it. I need one more equivalent equation.

Answer 6

Okay

Answer 7

\[4xy^2(y^1 + 2x^1y^2 + 3)\]

Answer 8

Yes thats right

Answer 9

I'm trying to figure out one equivalent form to the gcf I just posted.

Answer 10

If you need more help I can help you :)
I've seen a lot of people use this site, I'll post below, that shows you every step too solve these questions. Or if anyone needs step by step help with this!
http://www.webmath.com/factorgcf.html