Question

Algebra 1, please help!

Answer 1

Part A: Divide (9x4y3 + 3x3y2 - 6x2y - 12x2y4) by -3x2y. Show your work, and justify each step.

Part B: How would your answer in Part A be affected if the x2 variable in the denominator was just an x?

Part C: What is the degree and classification of the polynomial you got in Part A?

Answer 2

do u go to connections?

Answer 3

no. i go to flvs. :)

Answer 4

oh ok

Answer 5

turtle whut whut whut

Answer 6

(9x4y3 + 3x3y2 - 6x2y - 12x2y4) by -3x2y I'm confused, so it's setup like this?

\[(9x4y3+3x3y2-6x2y-12x2y4) \div -3x2y\]

Or is it containing exponents (powers)?

Answer 7

lol @*amy*

Answer 8

Cause if it's like that, it's explicitly asking you for you to add like terms. Such as 9x, 3x, 6x, 12x; 4y, 3y, 2y, 2y; 3, 2, 4. Then to divide the variables -3x2y. Which, if that's how the problem is setup, I can walk you through it thoroughly, just please respond to let me know.

Answer 9

To combine like terms, not add. Sorry.

Answer 10

lol it's okay :) btw thanks for trying to help!

Answer 11

I am able to assist you, if that's what the problem is supposed to look like. Let me know if that's how it's supposed to look, and I can assist you.

Answer 12

okay. :)

Answer 13

@lola964 Is that what it's supposed to look like?

Answer 14

I forgot to add the exponents. sorry so the problems suppose to look like \[(9x^4y^3 + 3x^3y^2 - 6x^2y - 12x^2y^4) \div -3x^2y\]

Answer 15

Okay, so do you know how to combine like terms?

Answer 16

yeah.

Answer 17

Okay, so first off, combine like terms.

Take the following and add them. Tell me what you get in result.
\[9x^4+3x^3\]

After you add those, and the exponents, go ahead and do the subtraction part with the base and exponents.
\[6x^2-12x^2\]

Let me know, what you conclude your answer to be.

Answer 18

Also, do you happen to have any choices/options as an answer?

Answer 19

I'm confused.. when I add \[9x^4 + 3x^3\] it comes out as the same problem..

Answer 20

XD