6x^2-12x^2-4y+2y^2 factored becomes -2(3x^2+y)(y-2) but I do not understand that because when I factor this i get (y-2)(6x^2+2y) can anyone help me
\(6x^2 - 12x^2\) = ??
When I solve this I simply get (y-2)(6x^2+2y) Can this be factored further
These are expressions
Are you sure there is -2??
This is what I get online, can you explain how to get to this http://www.mathway.com/answer.aspx?p=calg?p=6xSMB072-12xSMB072-4y+2ySMB072?p=78?p=?p=?p=?p=?p=0?p=?p=0?p=?p=?p=Factor
Hey Man, my net is slow.. Just tell me -2 in front is that right??
yea
If it is +2 instead of -2, then you are right in the calculations, you are just making mistake of Minus somewhere, check it again..
ok thanks
Can you tell me what way you have factorized it??
Factoring by Grouping
\(2y^2 - 4y - 6x^2\) How will you do by Grouping??
Im note sure, I need to check my notes, basically we use factoy by grouping when there are no commoin factors between the terms so we put together any 2 terms that have some common fator and factor them seperatly from the whole exptressin
Can you tell me what was your actual question??
Factoring this 6x^2-12x^2-4y+2y^2
So, you will get: \(2y(y + 3x^2) - 4(y + 3x^2)\) \(\implies (2y - 4)(y + 3x^2) \) \(\implies 2(y - 2)(y + 3x^2)\) Is this you getting??
yea
can this be factored any further?
No...
Do you want that answer the link is showing??
You are right in actual, the link is showing just the half answer or less than that..
See in the link, they have just done this: -12x^2 + 6x^2 = -6x^2 this you know: So you are left with: \[-6x^2 - 4y + 2y^2\] Just factor out -2 here and you will get that answer..
Thankyou very much
You are welcome dear..
Join our real-time social learning platform and learn together with your friends!