Multiply and simplify: (3 + √3) (5 - 4√3) Answers: 3 15-4√3 3-7√3
|dw:1379325912738:dw|
Just FOIL type multiplication. Just like with 2 binomials. Then simplify each term, combine the like terms.
wouldn't it be B? O_o
actually no, I think its A according to the foil
What do you get for the 4 terms of the FOIL?
am i right?
Don't worry about the answer choices. What do you get for the 4 terms of the FOIL?
wait i multiply all of them?
it's just like foil: (a+b)(c+d)=ac+ad+bc+bd
okay, now I'm totally lost :/
why? do you know what "FOIL" is? how to multiply 2 binomials?
i guess not
If you prefer, you can think of it as distribution. Same thing: (a+b)(c+d)=a(c+d) + b(c+d) =ac +ad +bc +bd That works, right? you know how to distribute?
Do it that way.
@sara17 stop giving answers please. OpenStudy values the Learning process - not the ‘Give you an answer’ process. Don’t post only answers - guide the asker to a solution. http://openstudy.com/code-of-conduct
ok.. so sorry
no idea how to do any of this
i forgot everything
Are you reading what I wrote above? Use distribution: (3 + √3) (5 - 4√3)= 3(5 - 4√3) + √3(5 - 4√3) right? now what?
O_o
If you forgot things, then you need to do some extra work to re-learn them. Not just give up.
iknow i know i just that right now i only have a few days to finish my online course and i really want to pass
so whats the next step?
If you had: 3(5 - x), what would you do? You would distribute, right? 3(5 - x)=3(5) - 3x Then, for 3(5 - 4√3) you do the same thing: 3(5 - 4√3) =3(5)-3(4√3) That's the first half of the distribution. Do the same for the other part.
for this (3 + √3) ??
I don't see that in the problem anywhere... I meant for this: √3(5 - 4√3)
you have this: (3 + √3) (5 - 4√3) I showed you, you distribute like this: (3 + √3) (5 - 4√3) = 3(5 - 4√3) + √3(5 - 4√3) Now you distribute again, through each of those parens.... I did the first one: (3 + √3) (5 - 4√3) = 3(5 - 4√3) + √3(5 - 4√3) =3(5)-3(4√3)+ √3(5 - 4√3) ^^^^^^^^^ Now you do the 2nd one ^^
i don't even know what the second one is! :/ forget it -.-
thx for trying
Join our real-time social learning platform and learn together with your friends!