Find the behavior of the function $|x-2|$  over interval $[-∞,2]$ .

$Consider\ the\ absolute\ value\ function\ f(x)=|x+1|\ .\ What\ is\ behavior\ of\ the\ graph\ at\ x>-1\ ?$

What is the behavior of the function $|x|+1$  over interval $[-∞,0]$ ?

What is the behavior of the function $|x|+1$  over interval $[0,∞]$ ?

Find the behavior of the function $|2|$ over real line

Find the behavior of the function $|x+2|$ over interval $[-2,∞]$

$Consider\ the\ a\ bsolute\ value\ function\ f(x)=|x|.\ What\ is\ behavior\ of\ the\ graph\ at\ x<0\ ?$

What is the behavior of the function $|x|$  over interval $[-∞,0]$ ?

$Consider\ the\ absolute\ value\ function\ f(x)=|x+1|\ .\ What\ is\ behavior\ of\ the\ graph\ at\ x<-1\ ?$

Find the behavior of the function $|x-2|$  over interval $[2,∞]$ .