How many solutions does the equation 2|x − 3| + 4 = 4 have?

Zero

One

Two

Infinitely Many

Question

How many solutions does the equation 2|x − 3| + 4 = 4 have?

 Zero

 One

 Two

 Infinitely Many

anonymous · Answer

That simplifies to
abs(x-3)=0

anonymous · Answer

^ what does that mean @Luis_Rivera

anonymous · Answer

So theres only one solution right? @Xavier

anonymous · Answer

buttt

2|x − 3| + 4 = 4       given
2|x − 3| = 0              subtr 4
|x − 3| = 0                divide by 2
x=3                           is the only solution

anonymous · Answer

No only one.

anonymous · Answer

right?

anonymous · Answer

gee thanks. ^

anonymous · Answer

Your definition of the abolute value up there is wrong Luis
abs(a)=a if a >= 0; -a if a < 0

anonymous · Answer

thanks lol.  so wait it is only 1 solution right? cuz this was kinda hard to figure out.

anonymous · Answer

Thanks guys :)

anonymous · Answer

@Luis_Rivera  GUESS WHAT BRO GUESS WHAT. I got my asnwers checked and.. YOU WERE WRONG. OHHH.