Question

help

Answer 1

(-x^2+2x+4)(x+3)

Answer 2

\(-x^{3}-x^{2}+10x+12\)

Answer 3

how do you solve though

Answer 4

distribute 3 times

Answer 5

combine like terms

Answer 6

what

Answer 7

@oliver69

Answer 8

how do you multiply two polynomials

Answer 9

(−x^2+2x+4)(x+3)
=(−x^2+2x+4)(x+3)
=(−x^2)(x)+(−x2)(3)+(2x)(x)+(2x)(3)+(4)(x)+(4)(3)
=−x^3−3x^2+2^x2+6x+4x+12
=−x^3−x^2+10x+12

When mulitplying polynomials
First, multiply each term in one polynomial by each term in the other polynomial using the distributive law.
Second add the powers of the same variables using the exponent rule.
Then, simplify the resulting polynomial by adding or subtracting the like terms.

Answer 10

can u show me so u would multiply -x^2*x?

Answer 11

Re-order terms so constants are on the left to \(-x^{2}x\)
Then combine exponents to \(-x^{3}\)
and that's your answer \(-x^{3}\)

Answer 12

oh alright

Answer 13

how do you add polynomials

Answer 14

Here's an example to help you understand in a way:

Answer 15

why do you add the 3 and the 2

Answer 16

because they are like terms

Answer 17

so you combine like terms first? and then what

Answer 18

After we combine like terms we add their coefficients

Answer 19

alright and how do you factor polynomials

Answer 20

Factor out a GCF from each separate binomial. Then factor out the common binomial.

Note that if we multiply our answer out, we do get the original polynomial. (that would be to check your work)

Answer 21

alright Imma try it thank you I just don't get my math

Answer 22

That's alright. i'm here if you need any more help

Answer 23

thank you can u give me an example of the factoring out a polynomial

Answer 24

You're welcome and there are three types... so he's an image

Answer 25

so for the one with 2 terms you would just multiply the one term by the other ones