Question

x2-4x>12
(-6)(+2) is this correct

Answer 1

wait, what? whats the full equation?

Answer 2

you have to have the form of solution are x<-6 or x>2

Answer 3

x2-4x>12

Answer 4

x^2-4x>12 u mean?

Answer 5

yes

Answer 6

sorry having problems with my computer..lol

Answer 7

never mind

Answer 8

x<-2 or x>6

Answer 9

I think the solution should be an interval.

Answer 10

An open interval to be more specific.

Answer 11

did u solve by inequalities

Answer 12

i did this step
x^-4x>12
x^2+4-4>12-4
x>8

Answer 13

What happens to x of -4x?

Answer 14

x^2-4x>12

Answer 15

I mean, I think it should be something like,
\[x^2-4x-12>0\]

Answer 16

yes

Answer 17

Then you have to factorize this polinomy.

Answer 18

no

Answer 19

it dont have

Answer 20

Well, the right solution should be, I think, in this way,
\[(x+2)(x-6)>0\]And find the regions where x satisfies this inequality. As far as I know, I think the solution should be like this,
\[(-\infty,-2)\cup(6,+\infty)\]

Answer 21

The graph method is ok as well.