Chapter 5 - Linear Functions - 5-8 Graphing Absolute Value Functions - Practice and Problem-Solving Exercises - Page 345: 42

x $y=abs(x)$ $y=abs(x)+5$ 1 1 6 2 2 7 3 3 8 4 4 9 5 5 10 The y-values for $y=abs(x)+5$ are five units higher than the values for $y=abs(x)$.

$y= abs(1)$ $y = 1$ $y = abs(1)+5$ $y = 1 + 5$ $y = 6$ $y= abs(2)$ $y = 2$ $y = abs(2)+5$ $y = 2 + 5$ $y = 7$ $y= abs(3)$ $y = 3$ $y = abs(3)+5$ $y = 3 + 5$ $y = 8$ $y= abs(4)$ $y = 4$ $y = abs(4)+5$ $y = 4 + 5$ $y = 9$ $y= abs(5)$ $y = 5$ $y = abs(5)+5$ $y = 5 + 5$ $y = 10$