Question

3x^2+2x+6x+4

Answer 1

what do you get when you add like terms

Answer 2

how many terms have x^2 in them?

Answer 3

3x^2+8x^2+4

Answer 4

not quite
just add the coefficients of the like terms, do not change the x part...

Answer 5

by the way im doing trinomial factoring

Answer 6

3x^2+8x+4

Answer 7

start like this
\[(x _{1}+y _{1})(x _{2}+y _{2})\]

Answer 8

ok

Answer 9

you know that the fist x multiplied by the second is \[3x ^{2}\]
so it would be safe to say, one is 3X and the other is just X

Answer 10

ok so is this the final answer(3x-2)(x+8)

Answer 11

If you're factoring, don't add like terms from the original expression, just factor in groups.

Answer 12

no, because \[-2\times8\neq4\]

Answer 13

ok so is it (3x-2) (x+4)

Answer 14

the last term in the trinomial is \[y _{1}\times y _{2}\]

Answer 15

ok so what would the answer be then

Answer 16

(3x+1)(x+4)

Answer 17

i checked my answer and i found that to be incorrect

Answer 18

(3x²+6x) + (2x + 4)
=3x ( x + 2 ) + 2 ( x + 2 )

Can you factor them now?

Answer 19

ok then, the first factor in a trinomial is foud by these

Answer 20

(x+2)(3x+2)

Answer 21

Yupeee :)

Answer 22

thanks!!!