Given the trinomial, what is the value of the coefficient 'B' in the factored form? 2x2 - 12xy - 32y2 = 2(x - 8y)(x + By) B= ____________ I am not looking for an answer, I already know it. I just need to understand how to complete the problem.
2x^2-12xy-32y^2=2(x-8y)(x+By)
@alyssa_xo
as luck would have it, I'm alyssa_xo
LOL! >.> you are never online you must help me!
cause this is my main account lol anyhow you're given the factorization on the right, use that
for example you know you can pull out a 2 from each term
i dont understand. I can do that on the left, but the right? I foil first? right?
correct...not right... thats confusing
it's a statement of equivalence. they're the same thing
so if you multiply out the right you get the thing on the left
assuming you know what B is
yea, on the left i get 2(x^2-6xy-16y^2)
can you factor the polynomial thing
the right i foil, but the 2 is already taken out, like on the left
no, don't touch the right, it's a blueprint
kay so leave it as 2(x - 8y)(x + By)
so now i have 2(x^2-6xy-16y^2)= 2(x - 8y)(x + By) What do i do next?
the goal is to factor the left until it resembles the form presented on the right
wait but there is xy and y^2 i dont know how to factor that sorry
I'd tell you to factor x^2-6xy-16y^2 but I can't remember how to factor that so just divide
\(\dfrac{ x^2-6xy-16y^2}{x-8y}\)
oh okay sort of like 2=2x and solving for x
uhm.... i got x-6-2y
sorry x-6+2y
x+2y
what about the 6? how did it disappear?
where'd you get the -6 from
I can't finish it as I have to play a game
can u show ur work on the division
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