Question

Give the complete factorization for the following polynomial.

75n + 3n^3

Answer 1

is that \[\huge 75n+3n^3\]

Answer 2

yes

Answer 3

factor out 3n

Answer 4

how do I facor with 3n^3??

Answer 5

ask your self what happens when you divide the expression by 3n
whats left???

Answer 6

um n?

Answer 7

3n( + )

Answer 8

3n(?+?)=

Answer 9

the problem asks for a format like this: ___n^__(n^__ + ___) if this helps us any

Answer 10

yes we start by factoring 3n first then get to that form
1st you shud try to do this 1st

Answer 11

3n(25n + n) is that right?

Answer 12

@kljasdjasdl why are you giving me a picture that has to do with angles?

Answer 13

3n(25+n^2) right dont forget n^2

Answer 14

also 25 without n

Answer 15

oh, now I get it. divide 3n^3 by 3n and you lose one 3n

Answer 16

@kljasdjasdl use \[s=r\theta\]
\[3/4\pi=4\theta\]

Answer 17

yes @craftshark98 correct

Answer 18

we know have \[\huge{3n(25+n^2)}\]
here we can ongly
here theres nothing more we can do than write complex factors

Answer 19

are you sure the problem is not 75n-3n^3 but 75n+3n^3

Answer 20

is it + or -

Answer 21

I'm pretty sure it's an addition sign. I'm looking right at it.