Question

Given: -6x < 36.

Choose the solution set.


{x | x < 6}
{x | x > 6}
{x | x < -6}
{x | x > -6}

Answer 1

What does x | x means?

Answer 2

Idek myself

Answer 3

lol. @INeedHelpQuickly What do you do at school?

Answer 4

Talk nd Get in trouble, Lol

Answer 5

What do you mean by idek?

Answer 6

I don't even know =Idek.

Answer 7

Lol

Answer 8

@INeedHelpQuickly Now fail and get in trouble,Lol.

Answer 9

Oh. I too don't know what x | x means. Unless its suppose to be a fraction.

Answer 10

Noo uri, dnt do that bruh... ;l

Answer 11

Yes doe.

Answer 12

Chillout bro...

Answer 13

I'm a chick bruhh

Answer 14

Ohh, O_O

Answer 15

\(\{x|x<6\}\) reads
" the set of all \(x\) such that \(x\) is less than six"
it is set builder notation

Answer 16

the vertical line \(|\) reads "such that"

Answer 17

we'll what about this problem?

Given: 3x < -6.

Choose the solution set.


{x | x < -2}
{x | x > -2}
{x | x < 2}
{x | x > 2}

Answer 18

to solve \( -6x < 36\) you divide both sides by \(-6\) and change the sense of the inequality,in other words change \(<\) to \(>\)

Answer 19

This one?

Given: 9x > -36.

Choose the solution set.


{x | x < 4}
{x | x > 4}
{x | x < -4}
{x | x > -4}