Question

Create a unique example of dividing a polynomial by a monomial and provide the simplified form. Explain, in complete sentences, the two ways used to simplify this expression and how you would check your quotient for accuracy.

Answer 1

@lilkittykat36
@dmezzullo
@Hero
@satellite73

Answer 2

@dmezzullo lol your sense of humor is unique but I found that funny lol can you help with this though ?

Answer 3

lol ty, unfortunately no)': i can call 911 they will help

Answer 4

Do you know someone that Can atleast explain it clearly for me its for my virtual schools class @dmezzullo

Answer 5

Well i actually can answer that with an answer other than when in doubt dial 911

Answer 6

Or stop drop and roll

Answer 7

IDU

Answer 8

Ermm who can help u?
OH OH OH nvm.. Ummmm

Answer 9

idk sorry, @Hero SHould be able to help u or @Mertsj

Answer 10

@dmezzullo thanks :) love the sense of humor keep it up lol

Answer 11

Do you know what a polynomial is?

Answer 12

@Mertsj i do know what it is but no clear understanding of it .

Answer 13

This is a polynomial. You can make up one of
your own if you wish:
\[15x^3-9x^2+27x\]

Answer 14

Here is a monomial: 3x

Answer 15

Or you could make up one of your own.

Answer 16

@Mertsj so
10x^2-9x^3+15x ?

Answer 17

Yes but put the term with the highest exponent first.

Answer 18

@Mertsj oh okay so what do i do next ?

Answer 19

It said to divide by a monomial so you had better make up a monomial and then divide.

Answer 20

@Mertsj okkay x+8?

Answer 21

a monomial is a polynomial that has only 1 term.

Answer 22

So maybe just x or just 8. They are both monomials.

Answer 23

@Mertsj okay i think i got it but i still feel uttelry confused thanks though :)

Answer 24

Did you do the division?

Answer 25

\[\frac{-9x^3+10x^2+15x}{x}=\frac{-9x^3}{x}+\frac{10x^2}{x}+\frac{15x}{x}=-9x^2+10x+15\]

Answer 26

Or you could write it like this: