Question

What are the two equations created by the inequality |x–12| + 5 < 27? y1= and y2=

Answer 1

First we rewrite the expression:
 | x-12 | <27-5
 | x-12 | <22
 Then
 We write the problem as a compound inequality:
 -22 <x-12 <22
 From here, we obtain 2 equations:
 -22 <x-12
 x-12 <22
 Rewriting:
 -x + 12> 22
 x-12 <22
 Answer:
 the two equations created by the inequality | x-12 | + 5 <27 are: 
 -x + 12> 22
 x-12 <22

Answer 2

Answer:

y1= |x-12|

y2= 22

Which graph represents the two functions? Graph 3

Step-by-step explanation: