Question

Part 1: Show all work in simplifying the quantity of three x squared plus three x minus thirty-six, divided by the quantity of x squared minus x minus six. Be sure to list restrictions.

Part 2:Use complete sentences to explain the process.

Answer 1

(3x^2+3x-36)/(x^2-x-6)

that is the set up hold on while i factor :D

Answer 2

Ok :)

Answer 3

(3*(x+4))/(x+2)

restrictions ix x cant be -2

Answer 4

here how I did it. I just factor top and bottom
(3*(x+4))*(x-3)
-------------
(x+2)*(x-3)

as you can see the x-3 cancels

Answer 5

And what are the restrictions?

Answer 6

(3*(x+4))/(x+2)

restrictions ix x cant be -2 :)

Answer 7

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

restrictions ix x cant be -2

Answer 8

Oh now I see... please explain how you set up this problem and the process :O

Answer 9

Show all work in simplifying the quantity of three x squared plus three x minus thirty-
( 3x^2 + 3x - 36)

six, divided by the quantity of x squared minus x minus six. Be sure to list restrictions.
/ ( x^2 - x - 6 )

so it is (3x^2+3x-36)/(x^2-x-6)

that is how I set it up.

then I factor top then bottom and see what cancels

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

x-3 cancels there fore

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

ANd x cant be -2 because that will be division by 0.