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Solve the equation.. absolute value of [x] = x/2 + 3?
Solve the equation using algebra
[x] = x/2 + 3
5 Answers
- Anonymous10 years agoFavorite Answer
(I use the | x | notation for the absolute value of x)
Case 1 (x>=0):
x=x/2 + 3
2x=x+6
x=6 (which satisfies x>=0)
Case 2 (x<0):
-x=x/2 + 3
-2x=x+6
3x= -6
x= -2 (which satisfies x<0)
so x = -2, 6
- __ E.А. Turin __Lv 610 years ago
|x| = x/2 + 3
let x<0
|x|=-x
hence
-x = x/2 + 3 => x₁=-2
let x>=0
|x|=x
hence
x = x/2 + 3 => x₂=6
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- 10 years ago
Well multiply each side by 2 and get 2x= x + 3 then subtract the x from the 2x and get x=3
Source(s): My brain