Question

which of the binomials below is a factor of this trinomial?
x^2+3x-10

a)x^3+5
b)x-5
c)x+2
d)x+5

Answer 1

d) is a factor of x^2+3x-10

Answer 2

thanks!
what about:

x^2+4x-32

a)x+4
b)x^2+8
c)x-4
d)x-8

Answer 3

\[x^2+4 x-32=(x-4) (x+8) \]

Answer 4

whattt

Answer 5

c) x-4

Answer 6

hah you went like Japanese on me!
so how about this one:

x^2+6x+8

a)x^2+4
b)x+4
c)x-4
d)x+8

Answer 7

i got b

Answer 8

b) x+4

Answer 9

woo. this next one is like confusing to me

x^2+7x-60

a)x-12
b)x^2-5
c)x+12
d)x+5

Answer 10

and i got.. ohhh c is my guess?

Answer 11

c) x+12

Answer 12

The factors are x+12, and x-5. I am using Mathematica to factor these expressions.

Answer 13

haha alright.
so what about this:

factor the polynomial
x^2+5x-24

Answer 14

(x-3) (x+8)

Answer 15

is that considered descending order? jw

Answer 16

eh probs.
alright next.:

x^2+19x+84

a)x-7
b)x^2+12
c)x+84
d)x+7

Answer 17

d) x+7

Answer 18

Do you have many more expressions? If so list them together, separated by commas.

Answer 19

i have like five more. maybe but i can't see them all until i go from one question to the next.

Answer 20

okay so i have
just factor
x^2-x-6

Answer 21

All I need is the binomial. You will receive the factors. You can then go back on your own to determine the x) type answer.

Answer 22

...

Answer 23

\[x^2-x-6\to (x-3) (x+2) \]

Answer 24

x^2+3x-28

a)x+7
b)x^2+7
c)x+4
d)x-7

Answer 25

\[ 4 x^6-x^3+x-3\to (x-4) (x+7)\]a) x+7

Answer 26

x^2+4x-12

Answer 27

Oops. The expression to the left of the arrow should have been typed in as:\[x^2+3 x-28 \]

Answer 28

\[x^2+4 x-12\to (x-2) (x+6) \]

Answer 29

it's cool.

uhm x^2-5x+6

Answer 30

\[x^2-5 x+6->(x-3) (x-2) \]

Answer 31

dude i got 100% :)

Answer 32

can you factor trinomials?

Answer 33

yes

Answer 34

okay
x^2-12x+35

Answer 35

it says factor the trinomial and enter the factorization below so i think that's that same thingg we've been doing

Answer 36

just post the expression.

Answer 37

the one i just posted is the expression. ;p

Answer 38

nothing is coming through. A polynomial should look like this:
x^3 - 12 x^2 + 35 x - 12

Answer 39

A trinomial that is.

Answer 40

that's what it says though. it only has three parts just like we were doing.
so possibly it's the same thing

Answer 41

you were doing fine with the binomials to be factored. you have yet to post a trinomial which looks like a binomial except one of the x unknown is raised to the third power.\[x^3 \]

Answer 42

no i know what it is. but this problem just gave me that. so i guess i'll just keep doing the same thing and hope for the best. it won;t lemme copy and paste.. so i just have to keep typing them.. grr

Answer 43

...

Answer 44

@tonystark1 this might help you?