|N| = N if N >=0
|N| = -N if N < 0
f(x) = |x| =
x if x >= 0
-x if x < 0
g(x) = |x+1| =
x+1 if x+1 >= 0 (that is, if x >= -1)
-(x+1) if x+1 < 0
write the following absolute value functions as piecewise functions.
i really not get how to do this
f(x) = |x|
i think im supposed to state as positive and negative but i not even know what that x means. i only guessing and saying that for positive it be a positive x and for negative it be a negative x.
this one is harder
g(x) = |x+1|
is this part of formula y = a|x-p|+1 so that mean that x+1 is negative horizontal translation and we need to make it positive going |x-1|
and for negative it be |x+1|
2 answers
thanks very much steve :)