HELP

Factor Completely.

x³ + 9x² + 3x + 27

Question

HELP

Factor Completely.

x³ + 9x² + 3x + 27

Sharkattack123 · Answer

Is the answer

(x + 9) x (x² + 3)

Sharkattack123 · Answer

@shoaibchaudhry

Darf87 · Answer

the answer would be what you wrote above but no x in the middle hope this heps

Sharkattack123 · Answer

@darf87 wrote:

the answer would be what you wrote above but no x in the middle hope this heps

No "x" ?

kacchanforlife · Answer

@sharkattack123 wrote:

Is the answer (x + 9) x (x² + 3)

thats what i got

Darf87 · Answer

@sharkattack123 wrote:

@darf87 wrote:

the answer would be what you wrote above but no x in the middle hope this heps

No "x" ?

The answer is (x+9)(x2+3) not (x+9)x(x2+3)

Sharkattack123 · Answer

@kacchanforlife wrote:

@sharkattack123 wrote:

Is the answer (x + 9) x (x² + 3)

thats what i got

Ye, just making sure i'm right though.😢

kacchanforlife · Answer

oh i didnt read that right sorry

Sharkattack123 · Answer

@darf87 wrote:

@sharkattack123 wrote:

@darf87 wrote:

the answer would be what you wrote above but no x in the middle hope this heps

No "x" ?

The answer is (x+9)(x2+3) not (x+9)x(x2+3)

Alright. How did you get it though.🤔

Darf87 · Answer

@sharkattack123 wrote:

@darf87 wrote:

@sharkattack123 wrote:

@darf87 wrote:

the answer would be what you wrote above but no x in the middle hope this heps

No "x" ?

The answer is (x+9)(x2+3) not (x+9)x(x2+3)

Alright. How did you get it though.🤔

this gonna take a while but ill type it out

Sharkattack123 · Answer

@darf87 wrote:

@sharkattack123 wrote:

@darf87 wrote:

@sharkattack123 wrote:

@darf87 wrote:

the answer would be what you wrote above but no x in the middle hope this heps

No "x" ?

The answer is (x+9)(x2+3) not (x+9)x(x2+3)

Alright. How did you get it though.🤔

this gonna take a while but ill type it out

Thank you

ShoaibChaudhry · Answer

I got (x+9)(x^2+3)

kacchanforlife · Answer

its how u got it but when ur using parenthese, u dont put the multiplication sign in ur problem

ShoaibChaudhry · Answer

I think Kachaan but X meaning times

kacchanforlife · Answer

yes i know

Sharkattack123 · Answer

@sxdsouls wrote:

ur answer is right kasy unless ur trying to learn it

I'm trying to make sure it's right because my teacher is going to ask my questions about it, so I wanna make sure I got the correct answer.

ANoob · Answer

Factor by grouping 
x³ + 9x² + 3x + 27

x^2(x+9)+3(x+9)

(x^2+3)(x+9)

Extrinix · Answer

He would indeed be right on the answer, but here's how I was told to do it:

Given equation: $x^3+9x^2+3x+27$

Separate the equation into two:
$(x^3+9x^2)+(3x+27)$

Factor each of these out:
$x^2(x+9)+3(x+9)$

Look for commons and cancel them out
$x^2(x+9)+3$

Combine the factored out values:
$(x^2+3)(x+9)$

kacchanforlife · Answer

ur right but just dont put the times sign

Darf87 · Answer

@kacchanforlife wrote:

ur right but just dont put the times sign

mhm thats what I meant

Sharkattack123 · Answer

Alright thanks

kacchanforlife · Answer

np!

ShoaibChaudhry · Answer

Smh Shark so dum fr fr :>

Sharkattack123 · Answer

@shoaibchaudhry wrote:

Smh Shark so dum fr fr :>

Shut

ShoaibChaudhry · Answer

@sharkattack123 wrote:

@shoaibchaudhry wrote:

Smh Shark so dum fr fr :>

Shut

Sorry bestie Anyways

Extrinix · Answer

You can test your answers by running a 1 as x through the problem

$(1)^3+9(1)^2+3(1)+27 = 40$
$((1)^2+3)((1)+9) = 40$

Sharkattack123 · Answer

@extrinix wrote:

You can test your answers by running a 1 as x through the problem $(1)^3+9(1)^2+3(1)+27 = 40$ $((1)^2+3)((1)+9) = 40$

Ah alright, thanks