Solution
We will look at the definition of absolute value function. See attached image below
Given

Condition 1

Condition two

Definition 1 : The absolute value of (x + 3 ) is still ( x+ 3 )
Definition 2: The absolute value of ( x + 3) is negative ( x + 3 )
Finally , we will attach definition 1 and condition 1 and also definition 2 and condition 2 to obtain the piecewise function.
Final answer will be shown in the image below