There are 2 cases for this (negative, negative, positive) or (positive, positive, negative).
For this problem, order doesn't matter.
negative, negative, positive
a and b are negative, and c is positive.
a/|a| would be -1 since a is negative.
b/|b| would be -1 since b is negative.
c/|c| would be 1 since c is positive.
abc/|abc| would be 1, since negative * negative * positive is positive.
-1 - 1 + 1 + 1 = 0
positive, positive, negative
a and b are positive, and c is negative.
a/|a| would be 1 since a is positive.
b/|b| would be 1 since b is positive.
c/|c| would be -1 since c is negative.
abc/|abc| would be -1, since positive * positive * negative is negative.
1 + 1 - 1 - 1 = 0
So I think there is only one value, 0.
=^._.^=