Question

Create a factorable polynomial with a GCF of 3x. Rewrite that polynomial in two other equivalent forms. Explain how each form was created.

Answer 1

@Shadow @563blackghost please help guys :)

Answer 2

@Pixel @Allison

Answer 3

@sillybilly123

Answer 4

@Elsa213 can you help me please? :)

Answer 5

Source: Brainly

Answer 6

ok but i cant copy them

Answer 7

can you give me a different example please

Answer 8

lets start with the first step: Create a factorable polynomial with a GCF of 3x.

Answer 9

@Ultrilliam e.e

Answer 10

@Ultrilliam ?

Answer 11

anyone? :(

Answer 12

@sillybilly123 hello! can you please help me?

Answer 13

i don't see the point of this but:

\((3x) x + (3x) 1 = 3x^2 + 3x\)

Answer 14

ok hold on can we do it step by step so i understand please?

Answer 15

hang on. it seems that \(3x\) counts as a *polynomial*, in and of itself, so \(3x\) is the GCF

if you're in a hurry, wait :)

@Vocaloid

Answer 16

I'm not really sure why I was tagged ^_^ you're doing fine

all silly's doing is just finding two other polynomials (1 and x) to create a more complex polynomial where 3x is still the GCF, since 1 and x share no common factors

Answer 17

Voca.....I tagged you :(

mea culpa

i was wondering if \(3x\) is a polynomial, so why ask the question is the first place.