Question

What is the solution set of |x – 2| + 4 = 3?

Answer 1

An absolute value equal to a negative number.

Answer 2

What he said^

Answer 3

\[|x - 2| = -1\]Hmm

Answer 4

No...
See, that absolute value part?
It's never going to be negative.
It could be zero, but never negative.
So you add something non-negative to 4
And you get 3

I don't want to live on this planet anymore XD

Answer 5

its not 3 or negative 3....

Answer 6

Zugzwang, I can help you with that...;)

Answer 7

Well, I shall wait until you make good on that :P

Answer 8

It's an important and popular fact that for any real number a,
|a| ≥ 0

Answer 9

i dont think there is any solutions...

Answer 10

There aren't... given that 'important and popular fact',
|x - 2| + 4 = 3
|x - 2| + 4 - 4 = 3 - 4
|x - 2| = -1

And like the fact says, this cannot be, as the absolute value of any real number is never going to be negative.

Answer 11

So it would be ''no solutions''

Answer 12

Yes.

Answer 13

What he said^

Answer 14

What he said^

Answer 15

lol.

Answer 16

Alt+f4

Answer 17

You are about to close 3 open tabs... bla bla bla

Answer 18

=)

Answer 19

you should click start that shut down to see what happends c:

Answer 20

Than*

Answer 21

you should click start than shut down to see what happends c:

Answer 22

then*

Answer 23

Thank you very much c:

Answer 24

lol